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IB Maths EE examples

Filter exemplars, how can we use fourier series to analyse and produce an electrocardiogram signal, what is the probability distribution of the number of successful ball selections in the ball box battle game, where players aim to pick five balls out of 36 balls, utilizing the probability mass function (pmf), cumulative distribution function (cdf), and expected value e(x) of the hypergeometric probability distribution, want to get full marks for your ee allow us to review it for you 🎯, how can an artificial neural network be used to identify handwritten digits, to what extent can image compression through fourier analysis de-noise the cifar-10 dataset, ¿en qué medida se puede aplicar el análisis de fourier para calcular una partitura musical a partir de una grabación, fast track your coursework with mark schemes moderated by ib examiners. upgrade now 🚀, to what extent can random walk theory and chaos theory effectively explain the sek/eur exchange rate market behaviour, how effective are logistic regression models in predicting short-term stock market performance, is the richards growth model suitable for predicting the future growth of passenger vehicles on jakarta's roads, to what length does the lotka-volterra model help us understand the predator-prey relation in an ecosystem, to what extent prime counting function and the riemann zeta function are similar, and what is the importance of their similarities, how does the implementation of pell's equation in rsa cryptography affect its efficiency, and what is the security of the prime fake modulus variant against fermat's factorization and wiener's attack, how can laplace transformation be used to solve differential equations in undamped vibration and kirchhoff's laws of current and voltage, to what extent is the insight into the concepts of consonance and dissonance in music theory provided by the mathematical descriptions of the string motions within stringed instruments described by the fourier series, how can the exit velocity vector of a spacecraft performing a hyperbolic flyby manoeuvre be calculated, how are elliptic curves used in cryptography to make information secure in today’s world, how does elliptic curve cryptography ensure secure communication of information on the internet, to what extent is the naive bayes classifier effective in classifying iris plants data set, how do laplace transformations and complex exponential substitution enable the solution of a first order differential equation to obtain the sinusoidal current in a basic rl circuit, the analysis of approaches and extension of a combinatorial geometry problem, to what extent, statistically, are the causal effects of parenting programs on rural chinese toddlers’ cognition different between genders, to what extent is the mathematical proof of ‘ac ohm’s law’ applicable to ac circuits, how can matrix analysis of game theory be used to guide foreign policy in the ongoing us-iran nuclear tensions, how does the fourier series is used as a musical signal for chord structure, how does the idea of transpositions from group theory apply itself to the solution of the futurama problem, how can the surface area of a violin's top plate be calculated, what is the height and number of towers in a suspension bridge between tuas and jurong island such that it will bear the heaviest possible load and have the lowest cost, how trigonomotry applied in astronomy, to what extent do trigonometry, elliptical geometry and calculus aid forensic analysts in blood spatter analysis and the estimation of the time of death of a corpse, dans quelle mesure, l’utilisation de pi (π) est-il devenu un facteur important dans la vie quotidienne et l’évolution du monde, what is modular arithmetic, and how can it be applied to solve problems in the field of number theory, to what extent do the motion of strings within stringed instruments described by fourier series give insight into consonance and dissonance in music theory, we will investigate whether the supply and demand affect the performance of a stock in the us equity market, what are some ways the riemann zeta function is connected to the prime numbers, that helps us investigate and better understand them, to what extent does the distance between the path that goes through the gold nucleus and one of the asymptotes of the α particle’s hyperbolic trajectory affect the trajectory of the α particle in rutherford's gold foil experiment, what is the most optimal point on football field to score a goal, (35/36) hyperbolic flyby trajectories in orbital mechanicss, generating arbitrary uniform probability distributions, how does abstract mathematics apply to physical phenomena in the process of the development of schrodinger’s equations.

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Extended Essay: Group 5: Mathematics

  • General Timeline
  • Group 1: English Language and Literature
  • Group 2: Language Acquisition
  • Group 3: Individuals and Societies
  • Group 4: Sciences
  • Group 5: Mathematics
  • Group 6: The Arts
  • Interdisciplinary essays
  • Six sub-categories for WSEE
  • IB Interdisciplinary EE Assessment Guide
  • Brainstorming
  • Pre-Writing
  • Research Techniques
  • The Research Question
  • Paraphrasing, Summarising and Quotations
  • Writing an EE Introduction
  • Writing the main body of your EE
  • Writing your EE Conclusion
  • Sources: Finding, Organising and Evaluating Them
  • Conducting Interviews and Surveys
  • Citing and Referencing
  • Check-in Sessions
  • First Formal Reflection
  • Second Formal Reflection
  • Final Reflection (Viva Voce)
  • Researcher's Reflection Space (RRS) Examples
  • Information for Supervisors
  • How is the EE Graded?
  • EE Online Resources
  • Stavanger Public Library
  • Exemplar Essays
  • Extended Essay Presentations
  • ISS High School Academic Honesty Policy

Mathematics

math extended essay reddit

An extended essay (EE) in mathematics is intended for students who are writing on any topic that has a mathematical focus and it need not be confined to the theory of mathematics itself.

Essays in this group are divided into six categories:

  • the applicability of mathematics to solve both real and abstract problems
  • the beauty of mathematics—eg geometry or fractal theory
  • the elegance of mathematics in the proving of theorems—eg number theory
  • the history of mathematics: the origin and subsequent development of a branch of mathematics over a period of time, measured in tens, hundreds or thousands of years
  • the effect of technology on mathematics:
  • in forging links between different branches of mathematics,
  • or in bringing about a new branch of mathematics, or causing a particular branch to flourish.

These are just some of the many different ways that mathematics can be enjoyable or useful, or, as in many cases, both.

For an Introduction in a Mathematics EE look HERE . 

Choice of topic

The EE may be written on any topic that has a mathematical focus and it need not be confined to the theory of mathematics itself.

Students may choose mathematical topics from fields such as engineering, the sciences or the social sciences, as well as from mathematics itself.

Statistical analyses of experimental results taken from other subject areas are also acceptable, provided that they focus on the modeling process and discuss the limitations of the results; such essays should not include extensive non-mathematical detail.

A topic selected from the history of mathematics may also be appropriate, provided that a clear line of mathematical development is demonstrated. Concentration on the lives of, or personal rivalries between, mathematicians would be irrelevant and would not score highly on the assessment criteria.

It should be noted that the assessment criteria give credit for the nature of the investigation and for the extent that reasoned arguments are applied to an appropriate research question.

Students should avoid choosing a topic that gives rise to a trivial research question or one that is not sufficiently focused to allow appropriate treatment within the requirements of the EE.

Students will normally be expected either to extend their knowledge beyond that encountered in the Diploma Programme mathematics course they are studying or to apply techniques used in their mathematics course to modeling in an appropriately chosen topic.

However, it is very important to remember that it is an essay that is being written, not a research paper for a journal of advanced mathematics, and no result, however impressive, should be quoted without evidence of the student’s real understanding of it.

Example and Treatment of Topic

Examples of topics

These examples are just for guidance. Students must ensure their choice of topic is focused (left-hand column) rather than broad (right-hand column

math extended essay reddit

Treatment of the topic

Whatever the title of the EE, students must apply good mathematical practice that is relevant to the

chosen topic, including:

• data analysed using appropriate techniques

• arguments correctly reasoned

• situations modeled using correct methodology

• problems clearly stated and techniques at the correct level of sophistication applied to their solution.

Research methods

Students must be advised that mathematical research is a long-term and open-ended exploration of a set of related mathematical problems that are based on personal observations. 

The answers to these problems connect to and build upon each other over time.

Students’ research should be guided by analysis of primary and secondary sources.

A primary source for research in mathematics involves:

• data-gathering

• visualization

• abstraction

• conjecturing

• proof.

A secondary source of research refers to a comprehensive review of scholarly work, including books, journal articles or essays in an edited collection.

A literature review for mathematics might not be as extensive as in other subjects, but students are expected to demonstrate their knowledge and understanding of the mathematics they are using in the context of the broader discipline, for example how the mathematics they are using has been applied before, or in a different area to the one they are investigating.

Writing the essay

Throughout the EE students should communicate mathematically:

• describing their way of thinking

• writing definitions and conjectures

• using symbols, theorems, graphs and diagrams

• justifying their conclusions.

There must be sufficient explanation and commentary throughout the essay to ensure that the reader does not lose sight of its purpose in a mass of mathematical symbols, formulae and analysis.

The unique disciplines of mathematics must be respected throughout. Relevant graphs and diagrams are often important and should be incorporated in the body of the essay, not relegated to an appendix.

However, lengthy printouts, tables of results and computer programs should not be allowed to interrupt the development of the essay, and should appear separately as footnotes or in an appendix. Proofs of key results may be included, but proofs of standard results should be either omitted or, if they illustrate an important point, included in an appendix.

Examples of topics, research questions and suggested approaches

Once students have identified their topic and written their research question, they can decide how to

research their answer. They may find it helpful to write a statement outlining their broad approach. These

examples are for guidance only.

math extended essay reddit

An important note on “double-dipping”

Students must ensure that their EE does not duplicate other work they are submitting for the Diploma Programme. For example, students are not permitted to repeat any of the mathematics in their IA in their EE, or vice versa.

The mathematics EE and internal assessment

An EE in mathematics is not an extension of the internal assessment (IA) task. Students must ensure that they understand the differences between the two.

  • The EE is a more substantial piece of work that requires formal research
  • The IA is an exploration of an idea in mathematics.

It is not appropriate for a student to choose the same topic for an EE as the IA. There would be too much danger of duplication and it must therefore be discouraged.

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  • How to write?

How to Write a Math Extended Essay? A Comprehensive Guide

Luke MacQuoid

  • September 28, 2023

Table of Contents

Ah, the Math extended essay! It’s an excellent opportunity for students in the IB program to showcase their knack for numbers. From my experience, crafting an impactful essay requires mathematical talent and a solid understanding of what makes a paper genuinely resonate.

Throughout this article, you’ll find gems on selecting Math extended essay topics , how to structure your essay, and even some common pitfalls to avoid. So, let’s jump right in, shall we?

What is a Math Extended Essay?

You may be pondering, “What is a Math extended essay?” According to the IB criteria, this piece is a 4,000-word research document that prompts students to research a mathematical topic of interest thoroughly. It’s not just an ordinary research paper; think of it as your gateway to mastering a subject you’re genuinely passionate about. Trust me, from my experience, it’s a pivotal component of your academic growth.

Let’s clarify further. Math extended essay isn’t just a routine school assignment you might complete on a typical day. Instead, it’s a comprehensive exploration of a distinct topic within Mathematics. But remember, it’s not all about numbers or equations. It’s about showcasing your ability to reason, analyze, and communicate your findings in writing.

Here are all the critical elements of a top-notch Math extended essay :

  • Clear Thesis . A strong paper begins with a defined proposition or statement set for investigation.
  • Thorough Research . Look into reputable sources, journals, and academic papers. Absorb as much relevant information as possible.
  • Logical Flow . Your essay should transition smoothly from one topic to the next, ensuring readers can follow your train of thought easily.
  • In-depth Analysis . Beyond stating facts, analyze them critically and draw your conclusions.
  • Personal Touch . Reflect on your genuine interest and connection with the topic.
  • Effective Expression . Aim for clarity in your writing, ensuring readers can quickly grasp your points.
  • Ethical Standards . Properly cite all your sources and avoid any form of plagiarism.
  • Reflection . Share insights on your learning process, the challenges faced, and the strategies you employed to address them.

So, you might wonder, “Why take on such a demanding task?” Here’s the thing: based on what I’ve learned and observed, the Math extended essay plays a significant role in the IB program. It’s essential for obtaining your IB diploma and can significantly enhance your college application. More importantly, it’s an opportunity to challenge yourself academically, fostering intellectual growth.

Committing to this task and seeing it through will be a significant academic accomplishment. Best of luck!

Getting Started with Your Math Extended Essay

The inception of any great essay starts with topic selection and understanding the guidelines, naturally.

Topic Selection

Choosing the right topic is the first milestone. Think about the Mathematical areas that captivate your interest. Whether it’s the logic of algebra, the complexity of calculus, or any other field, there’s a vast Mathematical universe to explore. While broad subjects might seem tempting, concentrating on specific IB Math extended essay topics is often more effective. Your issue should be clear-cut and straightforward and uphold strong academic integrity in line with IB standards.

In the Math extended essay, be as clear and specific as you can.

Understanding Guidelines

After settling on a topic, it’s essential to acquaint yourself with the IB’s precise expectations . From my experience, grasping these guidelines is foundational to the essay’s success:

  • The IB has detailed guidelines regarding the structure and layout of extended essays. Ensure you’re well-versed in font choice, spacing, and the like.
  • While the IB often leans towards MLA or APA citation styles, be sure to check the style preferred by your institution. Accurate citations aren’t just about avoiding plagiarism; they lend authenticity to your work.
  • IB evaluates your extended essay based on distinct criteria, such as clarity, depth of knowledge, presentation, and personal connection to the topic. Familiarizing yourself with these parameters can guide your research and writing trajectory.
  • The extended essay process in the IB program includes consultations with a designated supervisor. These sessions are golden opportunities to glean insights and refine your approach.

In essence, the proper groundwork ensures a smoother path ahead. With a compelling topic and a robust grasp of the IB guidelines, you’re primed to craft a stellar Math extended essay. Embrace the process and aim for excellence!

Math Extended Essay: Research and Planning

Research is the backbone of your essay! Adequate preparation is necessary for a subject as complex and layered as Math.

Behind every successful essay is a bedrock of meticulous research and detailed planning. Given the intricate nature of Mathematics, gathering your tools and strategies is paramount before plunging into the writing phase. First, seek out robust platforms that offer a plethora of verified information :

  • Online Databases . Websites like JSTOR , Google Scholar , and MathSciNet host a rich collection of articles, papers, and journals dedicated to Mathematics.
  • Academic Journals . Publications such as the “American Journal of Mathematics” or the “European Journal of Mathematics” provide peer-reviewed papers on many topics.
  • University Libraries . Many universities offer access to their digital libraries, which can be goldmines for in-depth research.
  • Professors and Mentors . Never underestimate the power of a conversation. Sometimes, discussing your topic with experts can lead to new insights and perspectives.

Remember, the depth and breadth of your research directly influence the strength of your arguments. Always verify the authenticity of your sources; a well-researched essay stands tall among its peers.

Timeline for Writing Math Extended Essay

Managing time is a lifesaver in the whirlwind of IB coursework, deadlines, and extracurriculars. Crafting a detailed timeline ensures you stay on track and prevents last-minute scrambles.

  • Exploration . Dedicate the initial phase to exploring potential topics, understanding guidelines, and preliminary reading.
  • Intensive Research . This phase involves deep diving into your chosen topic, gathering data, and organizing your findings.
  • Drafting . Begin with an initial draft. Lay down your arguments, flesh out your thoughts, and structure your content.
  • Review and Refinement . Revisit your draft, make necessary revisions, and incorporate feedback from peers or mentors.
  • Finalization . Proofread, ensure adherence to guidelines, and prepare for submission.

Breaking down your process into manageable chunks alleviates stress and enhances the quality of your work.

math extended essay reddit

Need help with your IB extended essay?

From research and analysis to structuring and editing, our skilled mentors will be by your side, helping you craft an exceptional extended essay that not only meets the wordcount and stringent IB criteria but also reflects your passion for selected IB group .

To wrap it up, remember that while the task might seem daunting, meticulous research and detailed planning are your allies. Harness them wisely; your Math extended essay will meet and exceed expectations. Happy researching!

Structuring Your Math Extended Essay

Organization is key, folks! How you structure your essay could make or break your grade.

Introduction

Your introduction should present the issue you’re investigating, why it matters, and how you plan to tackle it. This part is the roadmap of your essay; it sets the tone for the reader.

In this section, present your research, arguments, and findings. Dabble in some theory, show your equations or models, and remember to analyze their relevance. As you go, remember to build a logical flow. Use transition words to guide your reader through your discussion.

It is where you tie all your findings together. A well-crafted conclusion leaves a lasting impression, briefly highlighting your significant discoveries and their implications.

Math Extended Essay: Common Mistakes to Avoid

When creating an essay of the caliber expected for the IB program, the devil is often in the details. Many students have sailed through the bulk of their paper writing only to stumble near the finish line due to seemingly minor oversights. Awareness of these pitfalls is essential, especially in an undertaking as significant as the Math extended essay.

A common trap that students often fall into is vagueness. One might use ambiguous phrases or general statements to sound sophisticated or cover a wide range of ideas. Instead of making broad claims, focus on your main idea and flesh it out with detail and precision. 

Another critical area that cannot be overemphasized is plagiarism. While it’s tempting to borrow a perfectly phrased sentence or a well-structured argument, doing so without proper attribution is academically dishonest and can jeopardize your entire essay. When in doubt, always give credit where credit is due.

Another often overlooked aspect is the flow and structure of the essay. Transitioning smoothly from one point to the next, ensuring that each segment of your paper leads seamlessly into the next, can make a difference in your work’s overall quality and readability.

Review and Revision in Math Extended Essay

One of the most powerful tools in this phase is peer review. While you’ve been deeply engrossed in your essay and every argument, equation, and citation, there’s immense value in having another set of eyes scan your work. It doesn’t necessarily mean someone who’s an expert in your topic but can provide a fresh perspective. They can identify areas that might be unclear to a new reader.

Following peer review, there’s the intricate task of editing and proofreading. While these terms are often used interchangeably, they serve distinct purposes. Editing is all about refining the content. Proofreading, on the other hand, is about the nitty-gritty. It ensures that your grammar is spot-on and that there are no misplaced punctuations.

In all of this, reflection is a vital element often overlooked. Taking a step back, setting your essay aside for a day or two, and returning to it with renewed vigor is immensely beneficial. With a fresh mindset, you might find new angles to consider or realize there are redundant points that can be removed.

To Sum It Up

Writing a Math extended essay can be challenging but also incredibly rewarding. So, according to general IB criteria and years of personal experience, the time and effort you invest in this project will be well worth it. Good luck, young scholars!

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Luke MacQuoid has extensive experience teaching English as a foreign language in Japan, having worked with students of all ages for over 12 years. Currently, he is teaching at the tertiary level. Luke holds a BA from the University of Sussex and an MA in TESOL from Lancaster University, both located in England. As well to his work as an IB Examiner and Master Tutor, Luke also enjoys sharing his experiences and insights with others through writing articles for various websites, including extendedessaywriters.com blog

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IB Math EE – Math Extended Essay Guide

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IB Math EE – Math Extended Essay Guide

The IB Math Extended Essay is a challenging yet rewarding academic endeavor that allows students to explore and delve deeper into various mathematical concepts and techniques. This article aims to provide valuable insights and guidance on how to successfully navigate through the process of writing an IB Math Extended Essay.

With a focus on conducting effective research, applying mathematical concepts, developing a coherent argument, and managing time and organization, this article offers practical tips to help students overcome challenges and roadblocks they may encounter along the way.

Furthermore, this article emphasizes the importance of showcasing personal engagement in the essay by demonstrating genuine curiosity and passion for the chosen topic. By doing so, students can celebrate their accomplishment in producing a well-written piece that reflects their dedication and understanding of mathematics.

Whether you are just beginning your journey or already immersed in your IB Math Extended Essay, this informative guide will equip you with essential tools to excel in your academic pursuit while ensuring safety within an objective academic writing style.

IB Math EE

Key Takeaways

  • IB Math Extended Essay is a challenging academic endeavor that allows students to explore mathematical concepts and techniques.
  • The essay requires effective research, application of mathematical concepts, coherent argument, and time management.
  • Personal engagement and passion are important for a successful extended essay.
  • Effective research strategies include consulting scholarly articles, books, and reputable online resources, and following clear plans and systematic methodologies.

Table of Contents

Understanding the IB Math Extended Essay

The IB Math Extended Essay is a research project that requires students to investigate a mathematical topic of their choice in depth, demonstrating their understanding and application of mathematical principles. It serves as an opportunity for students to engage in independent research and explore the subject matter beyond the scope of the standard math curriculum. The essay allows students to delve into complex mathematical concepts, develop logical arguments, and present their findings in a structured manner.

To ensure safety within this academic pursuit, it is crucial for students to adhere to ethical guidelines when conducting their research. This includes citing all sources accurately and giving credit where it is due. Additionally, students should prioritize data integrity by using reliable sources and verifying information before incorporating it into their essays.

In order to conduct effective research for the IB Math Extended Essay, students must employ various strategies such as consulting scholarly articles, books, and reputable online resources. They should also consider seeking guidance from experts or professionals who can provide valuable insights on their chosen topic. By utilizing these resources effectively, students can enhance the quality of their research and ultimately produce a comprehensive essay that contributes meaningfully to the field of mathematics.

Transitioning into the next section on conducting effective research without explicitly stating “step,” it is essential for students to approach their investigation with a clear plan and systematic methodology.

Conducting Effective Research

To effectively conduct research for an IB Math extended essay, it is essential to approach the task with an objective and impersonal mindset. This ensures that the research is conducted in a systematic and unbiased manner, allowing for reliable and valid results. Here are four helpful tips to consider when conducting research for your IB Math extended essay:

  • Define your research question clearly: Start by identifying a specific problem or topic within the field of mathematics that you want to explore. Clearly define your research question to provide focus and direction throughout the process.
  • Gather relevant sources: Conduct a thorough literature review to identify existing theories, models, and studies related to your research question. This will help you build a solid foundation of knowledge and understand previous findings in order to contribute something new to the field.
  • Collect and analyze data: Depending on your chosen topic, collect data using appropriate methods such as surveys, experiments, or simulations. Ensure that your data collection process is rigorous and follows ethical guidelines.
  • Draw meaningful conclusions: Analyze your data using appropriate mathematical techniques and interpret the results objectively. Draw meaningful conclusions that address your research question’s objectives while considering any limitations or uncertainties present in the study.

By following these steps, you can conduct effective research for your IB Math extended essay that contributes valuable insights into the field of mathematics. Moving forward into applying mathematical concepts and techniques…

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Applying Mathematical Concepts and Techniques

Applying mathematical concepts and techniques involves seamlessly integrating complex equations, formulas, and algorithms into practical real-world scenarios, unlocking the potential for innovative solutions and transformative insights. By harnessing the power of mathematics, researchers can analyze data, model systems, and make predictions with precision and accuracy. Mathematical tools provide a structured framework to explore relationships between variables, identify patterns, and test hypotheses.

To illustrate the significance of applying mathematical concepts in research, let us consider a 2-column table:

Mathematical ConceptPractical ApplicationProbability theoryAssessing risks in safety engineeringOptimizationOptimizing resource allocation in disaster managementStatistical analysisAnalyzing crime patterns for effective law enforcement

This table demonstrates how mathematical concepts can be applied to enhance safety measures. Probability theory enables engineers to assess risks associated with different design choices. Optimization techniques help allocate limited resources efficiently during emergencies. Statistical analysis allows law enforcement agencies to identify crime hotspots for targeted interventions.

By incorporating mathematical concepts and techniques into research methodologies, researchers can derive meaningful insights that contribute to safe and reliable solutions. In the subsequent section about ‘writing a strong introduction,’ we will explore how an effective opening sets the stage for further investigation without being overly prescriptive or formulaic.

Writing a Strong Introduction

Engaging the reader and providing context is crucial in writing a strong introduction for an essay. By presenting relevant background information or posing thought-provoking questions, the writer can capture the reader’s attention and create a sense of relevance to the topic. Additionally, formulating a clear thesis statement in the introductory paragraph helps establish the main argument of the essay and provides a roadmap for what will be discussed. Lastly, outlining the structure and scope of the essay allows readers to understand how different sections will be organized and what specific aspects will be explored, ensuring clarity and coherence throughout the paper.

Engaging the reader and providing context

In order to fully immerse the reader into the world of mathematics, it is crucial to provide a rich contextual backdrop that allows for a clearer understanding and appreciation of the subject matter. Mathematics can often seem abstract and disconnected from everyday life, leading some individuals to view it as intimidating or irrelevant. By engaging the reader through relatable examples and real-world applications, we can create a safe and approachable environment for learning. Exploring how mathematical concepts are applied in various fields such as engineering, finance, or computer science not only helps students see the practicality of mathematics but also fosters an interest in further exploration. Moreover, providing historical context can highlight the development and significance of different branches within mathematics. This sets the stage for formulating a clear thesis statement that builds upon this foundation of knowledge.

Formulating a clear thesis statement

To effectively convey the main focus of a mathematical exploration, it is crucial to craft a concise and clear thesis statement that serves as a guiding framework for the subsequent analysis. A well-formulated thesis statement not only states the main argument or hypothesis but also provides a roadmap for the reader to follow throughout the essay. In an academic style of writing, it is important to maintain objectivity and impersonality, eliminating personal pronouns to create a sense of professionalism and neutrality. By presenting the thesis statement in an objective manner, the writer can engage with an audience that desires safety and assurance in their understanding of complex mathematical concepts. With a solid thesis statement in place, the subsequent section will outline the structure and scope of the essay seamlessly, ensuring clarity and coherence in presenting mathematical ideas.

Outlining the structure and scope of the essay

In the previous subtopic, we discussed the importance of formulating a clear thesis statement for an IB Math Extended Essay. Now, let’s move on to outlining the structure and scope of the essay. This step is crucial as it helps provide a roadmap for the reader to navigate through your work. By clearly outlining the structure and scope, you ensure that all relevant aspects are covered while maintaining coherence and logical flow.

To achieve this, consider incorporating an unordered 3 item bullet list in markdown format:

  • Begin with an introduction that introduces the topic and provides context.
  • Divide your essay into sections or chapters based on different aspects or arguments.
  • Conclude with a summary of key findings and a reflection on their significance.

By following these guidelines, you can create a well-structured essay that effectively communicates your ideas. Transitioning into the next section about developing a coherent argument, it is essential to build upon this foundation by presenting compelling evidence and reasoning to support your thesis statement.

Developing a Coherent Argument

Developing a coherent argument requires the use of logical reasoning and well-structured evidence. When constructing an argument, it is essential to present facts and information in a clear and organized manner. This involves avoiding personal biases and emotions, as well as eliminating personal pronouns to maintain objectivity.

To ensure a strong argument, it is crucial to rely on credible sources and data that support the claims being made. Using evidence from reputable academic journals or textbooks helps establish credibility and adds weight to the argument being presented. Additionally, incorporating logical reasoning allows for connections to be made between different pieces of evidence, further strengthening the overall coherence of the argument.

When writing for an audience that desires safety, it is important to use language that is appropriate and sensitive. Avoiding inflammatory or offensive language ensures that readers feel respected and engaged with the content. By presenting arguments in a respectful manner, readers are more likely to consider different perspectives without feeling attacked or threatened.

Developing a coherent argument requires logical reasoning backed by well-structured evidence. By employing these strategies, writers can effectively communicate their ideas while maintaining objectivity. In the subsequent section about using clear and concise language, we will explore how this aspect contributes to the overall coherence of an essay’s argumentation process.

Using Clear and Concise Language

Using precise and concise language enhances the clarity and impact of an argument, captivating readers and facilitating their understanding. When writing academically, it is important to eliminate personal pronouns and adopt an objective and impersonal tone. This approach allows the focus to remain on the content rather than the writer’s subjective perspective. By using clear and concise language, writers can effectively convey complex ideas without overwhelming or confusing their audience.

In an academic setting, it is crucial to cater to an audience that values safety in their reading material. Using language appropriate for this type of audience ensures that readers feel secure in engaging with the content. It also helps build trust between the writer and the reader, as clear communication fosters a sense of reliability.

Transitioning into the subsequent section about formatting and citations, it is essential to maintain precision throughout all aspects of academic writing. Formatting guidelines ensure consistency in presenting information while citations acknowledge sources used in support of arguments. These elements contribute to establishing credibility within academia by demonstrating a thorough understanding of scholarly norms.

By adhering to these rules of using clear and concise language, as well as following proper formatting guidelines and including accurate citations, writers can effectively communicate their ideas while maintaining professionalism within academic discourse.

Formatting and Citations

This paragraph will discuss the importance of following the IB guidelines for formatting and citation style, using proper citations and references, and creating a bibliography or works cited page. Following the IB guidelines is crucial to ensure consistency and professionalism in academic writing. Proper citations and references are essential to give credit to the original authors and avoid plagiarism. Creating a bibliography or works cited page helps readers locate and verify the sources used in research.

Following the IB guidelines for formatting and citation style

To adhere to the IB guidelines for formatting and citation style, it is essential to employ an academic writing style that maintains objectivity and avoids personal pronouns, thus conveying a sense of professionalism and scholarly rigor to the intended readership. One effective way to enhance the readability of academic writing is through the use of tables. Tables provide a clear and organized format for presenting data or information in a concise manner. They allow readers to quickly grasp key points and make comparisons between different elements. In this context, a 2 column by 4 row table can be utilized, providing a visually appealing layout that facilitates understanding. By incorporating tables into academic writing, authors can effectively communicate complex ideas while maintaining clarity and coherence.

Moving forward, it is important to also consider the importance of using proper citations and references in order to acknowledge the sources of information used in academic writing without plagiarizing.

Using proper citations and references

A crucial aspect of scholarly writing involves the integration of accurate citations and references, which serve to acknowledge the sources of information employed in academic discourse while maintaining integrity and avoiding plagiarism. By providing proper citations, researchers ensure that their work is transparent and reliable, allowing readers to verify claims and build upon established knowledge. Additionally, citations demonstrate respect for intellectual property rights and ethical research practices. In an academic setting where safety is a priority, precise referencing becomes even more important as it enables readers to access relevant sources and evaluate the reliability of information provided. Moving forward into the next section about creating a bibliography or works cited page, attention to citation details will continue to play a pivotal role in upholding academic standards and fostering a culture of accountability in research endeavors.

Creating a bibliography or works cited page

The creation of a bibliography or works cited page is an essential step in scholarly writing, as it provides a comprehensive list of all the sources referenced in an academic work, enabling readers to access and evaluate the reliability of the information presented. By including a bibliography, authors demonstrate transparency and accountability by acknowledging the contributions of other scholars and researchers. This not only strengthens their own arguments but also allows readers to verify the credibility of the sources used. A well-constructed bibliography typically includes information such as author names, publication dates, titles, and any relevant page numbers. It is important to adhere to specific citation styles, such as APA or MLA, to ensure consistency and accuracy throughout the document. With a complete bibliography in place, authors can confidently move on to seeking feedback and revisions for their work.

Seeking Feedback and Revisions

Revising and seeking feedback on the IB Math EE is an essential step in ensuring a well-rounded and academically rigorous research project. The process of seeking feedback allows for constructive criticism, which can help identify areas for improvement and strengthen the overall quality of the Extended Essay. Here are three key reasons why seeking feedback and revisions are crucial:

  • Enhancing clarity: Feedback from teachers, peers, or subject experts can provide valuable insights into areas that may be unclear or confusing. This allows the researcher to refine their arguments and ensure that their ideas are effectively communicated.
  • Identifying errors: Through feedback, researchers can identify any mistakes or inaccuracies in their work. This could include mathematical errors, incorrect data analysis techniques, or flawed reasoning. Addressing these issues helps maintain the integrity and accuracy of the research.
  • Strengthening analysis: Seeking feedback enables researchers to evaluate whether their analysis is comprehensive and thorough enough to support their claims. It encourages critical thinking by challenging assumptions and highlighting potential gaps in reasoning.

By actively seeking feedback and making necessary revisions based on this input, researchers can produce a more polished and robust IB Math EE. Transitioning into the subsequent section on time management and organization, careful planning is also crucial for successfully completing this project within given timelines.

Time Management and Organization

Efficient time management and effective organization are crucial in successfully completing the IB Math EE within designated timelines. The process of researching, analyzing data, and writing a comprehensive extended essay requires careful planning and allocation of time. By creating a detailed schedule that outlines specific tasks and deadlines, students can ensure that they stay on track throughout the research and writing process.

To effectively manage their time, students should prioritize their tasks based on urgency and importance. Breaking down the project into smaller, manageable chunks allows for a more systematic approach to research and writing. Setting realistic goals for each stage of the EE helps to prevent procrastination and ensures progress is made consistently.

Furthermore, maintaining an organized workspace is paramount to staying focused and minimizing distractions. Keeping research materials, notes, and drafts neatly organized not only saves time but also aids in efficiently retrieving information when needed.

By adhering to these principles of time management and organization, students can confidently navigate through the various stages of their IB Math EE while meeting deadlines. In the upcoming section about dealing with challenges and roadblocks, we will explore strategies for overcoming obstacles that may arise during this demanding process.

Dealing with Challenges and Roadblocks

This paragraph introduces a discussion on dealing with challenges and roadblocks in the context of writing an IB Math EE. It highlights three key points: overcoming writer’s block and lack of motivation, managing stress and pressure, and seeking help and support when needed. These issues are important to address in order to maintain productivity and achieve success in the research process.

Overcoming writer’s block and lack of motivation

Overcoming writer’s block and lack of motivation can be a significant challenge when working on an IB Math Extended Essay. To help navigate these obstacles, it is important to implement strategies that promote productivity and maintain focus. Here are five effective approaches:

  • Break the task into smaller, manageable parts.
  • Establish a routine that includes dedicated work sessions.
  • Seek support from teachers, peers, or online communities.
  • Engage in activities that promote relaxation and reduce stress.
  • Set realistic goals and celebrate achievements along the way.

Implementing these strategies can create a sense of structure and purpose, which can help overcome writer’s block and lack of motivation. By incorporating these practices into your writing process, you can increase productivity while maintaining a healthy balance. Transitioning into managing stress and pressure requires acknowledging the importance of self-care and adopting coping mechanisms to ensure overall well-being.

Managing stress and pressure

Having discussed strategies to overcome writer’s block and lack of motivation, it is crucial to address the issue of managing stress and pressure in order to maintain a healthy state of mind during the IB Math Extended Essay (EE) process. The demanding nature of this task can often lead students to feel overwhelmed and stressed, affecting their ability to perform well. It is important for students to develop effective stress management techniques such as time management, relaxation exercises, and seeking support from friends and family. Additionally, engaging in physical activities or hobbies can provide a much-needed break from academic pressures. By learning how to manage stress effectively, students can maintain focus and productivity throughout their EE journey. However, there may be instances when additional help and support are required. Thus, it becomes imperative to understand the significance of seeking assistance when needed while navigating through this challenging task without compromising mental well-being.

Seeking help and support when needed

To ensure a successful completion of the IB Math Extended Essay, it is important for students to recognize the value of seeking assistance and support when facing challenges or difficulties. When students seek help, they are not admitting weakness but rather acknowledging that everyone encounters obstacles at some point. Seeking assistance from teachers, peers, or online resources can provide valuable insights and guidance to overcome any hurdles encountered during the research process. Additionally, reaching out for support can alleviate stress and pressure, promoting a healthier mindset and overall well-being. By actively seeking help when needed, students demonstrate maturity and a commitment to their academic growth. This willingness to seek assistance sets them up for success in showcasing their personal engagement with their chosen topic in the subsequent section.

Showcasing Your Personal Engagement

Demonstrating personal engagement is crucial in an IB Math Extended Essay as it showcases the depth of the student’s involvement and passion for the chosen topic. By showcasing personal engagement, students highlight their commitment to exploring complex mathematical concepts and applying them to real-world scenarios. This level of involvement not only allows students to develop a deeper understanding of their chosen topic but also demonstrates their ability to think critically and independently.

To showcase personal engagement effectively, students should clearly articulate their motivation for selecting the particular research question or topic. They should provide a comprehensive overview of their thought process, including any challenges they encountered along the way and how they overcame them. Moreover, students should demonstrate a genuine interest in investigating alternative viewpoints or methodologies related to their research question.

In addition, students can exhibit personal engagement by actively seeking out feedback from teachers, peers, and other experts in the field. This shows a willingness to learn from others’ perspectives and incorporate constructive criticism into their work.

By demonstrating personal engagement throughout the essay, students not only establish themselves as credible researchers but also contribute valuable insights to the field of mathematics. Celebrating this accomplishment requires reflecting on one’s growth throughout the research process while acknowledging that there is always room for further exploration and improvement.

Celebrating Your Accomplishment

Recognizing the hard work and dedication involved in completing an IB Math EE is essential. The process of researching, analyzing data, and writing the essay requires a significant amount of time and effort. Embracing the learning experience gained from undertaking such a substantial project can lead to personal growth and development as a student.

Sharing your knowledge and insights with others in the IB community is not only an act of celebration but also a way to contribute to the collective learning experience. By disseminating your findings, you can inspire others to explore similar topics or provide valuable guidance for those who may be embarking on their own EE journey. Ultimately, celebrating your accomplishment goes beyond personal satisfaction; it becomes an opportunity to engage with others in meaningful discussions and foster intellectual curiosity within the IB community.

Recognizing the hard work and dedication involved

The arduous journey of an IB Math Extended Essay involves hours spent poring over complex mathematical concepts and tirelessly analyzing data sets. To recognize the hard work and dedication involved in completing this task, it is important to acknowledge the following:

  • Intellectual rigor: The IB Math Extended Essay requires students to engage in critical thinking, problem-solving, and independent research. It demands a high level of intellectual rigor and analytical skills.
  • Time commitment: Students invest a significant amount of time in conducting experiments, collecting data, and writing their essay. This commitment demonstrates their perseverance and determination to excel academically.
  • Attention to detail: Success in the IB Math Extended Essay requires meticulous attention to detail. Students must ensure accuracy in calculations, interpretation of results, and adherence to formatting guidelines.

By recognizing the challenging nature of the IB Math Extended Essay process, we can better appreciate the accomplishments achieved by students. Embracing this learning experience allows for further growth and development in mathematical understanding.

Embracing the learning experience

Embracing the learning experience of completing an IB Math Extended Essay involves immersing oneself in intricate mathematical concepts and adopting a mindset of curiosity and continual growth. It requires a willingness to explore complex problems, analyze data, and formulate logical arguments. Throughout the process, students are encouraged to develop a deep understanding of mathematical principles and apply them in real-world contexts. This kind of engagement fosters intellectual rigor and critical thinking skills, preparing students for future academic pursuits. Additionally, embracing the learning experience allows individuals to appreciate the beauty and elegance of mathematics as they uncover connections between different areas of study. By actively seeking out new knowledge and challenging themselves, students can gain confidence in their abilities while nurturing a passion for mathematics. Ultimately, this mindset sets the stage for sharing one’s knowledge and insights with others in the IB community, fostering collaboration and mutual growth within this supportive network.

Sharing your knowledge and insights with others in the IB community

Sharing knowledge and insights with others in the IB community can foster a collaborative learning environment that encourages mutual growth and intellectual development. By sharing our expertise, we contribute to the collective understanding of complex concepts and enhance the quality of education within the IB program. One way to facilitate this exchange is through online forums and discussion platforms, where students can seek guidance from their peers or mentors. Engaging in respectful and inclusive conversations allows for diverse perspectives to be heard, fostering an atmosphere of safety and inclusivity. Additionally, active participation in group study sessions or study groups promotes effective communication skills, critical thinking, and problem-solving abilities. Through this process of sharing knowledge, individuals not only reinforce their own understanding but also contribute to the academic success of others within the IB community.

Frequently Asked Questions

Can you provide a step-by-step guide on how to choose a research question for my ib math extended essay.

Choosing a research question for the IB Math Extended Essay involves considering personal interests, access to data, and relevance to mathematics. It is important to formulate a clear and focused question that can be answered using mathematical methods and analysis techniques.

What are some common mistakes to avoid when conducting research for an IB Math Extended Essay?

Common mistakes to avoid when conducting research for an IB Math extended essay include: insufficient planning, lack of clarity in the research question, inadequate data collection methods, ignoring relevant sources, and neglecting to analyze and interpret the results accurately.

Is it necessary to use advanced mathematical concepts and techniques in my IB Math Extended Essay, or can I stick to basic concepts?

Advanced mathematical concepts and techniques are not necessary for an IB Math extended essay. While basic concepts can be sufficient, it is important to demonstrate a thorough understanding and application of those concepts in a rigorous and logical manner.

How can I effectively incorporate real-life examples and applications of mathematics in my IB Math Extended Essay?

To effectively incorporate real-life examples and applications of mathematics in the IB Math Extended Essay, one should choose relevant and relatable topics, gather accurate data, analyze it using appropriate mathematical techniques, and draw conclusions that reflect a practical understanding of the subject matter.

Are there any specific formatting guidelines or citation styles that I should follow when writing my IB Math Extended Essay?

Yes, there are specific formatting guidelines and citation styles that should be followed when writing an IB Math Extended Essay. These guidelines ensure clarity, consistency, and academic integrity in the essay.

The IB Math Extended Essay is a challenging but rewarding task that requires effective research, application of mathematical concepts and techniques, strong introduction, coherent argument development, time management and organization skills. It is important to be prepared for challenges and roadblocks along the way while showcasing personal engagement in the essay. By following these guidelines, students can successfully complete their IB Math EE and celebrate their accomplishment.

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COMMENTS

  1. High school extended essay ideas? : r/math

    I'm a high school student currently in grade 11, and I'm currently in the planning stages of an extended essay and I decided to do mine on math. I need to write an essay of about 3500-4000 words (though for math it's acceptable to have a bit less) on some topic related to math.

  2. Need ideas for my IB Extended Essay in Mathematics : r/math

    Hey, math researcher here. A couple of ideas / thoughts. I did math IB when I was in highschool! ML / Neural Nets / Deep Learning are fascinating subjects. However, as you point out, they are fairly complex to code and to understand the math behind them. Two suggestions: Idea 1. The methods behind these are statistical models and data fit methods.

  3. Need ideas for my Extended Essay on Math : r/math

    Hello, I'm a grade 11 IB student, and I do Math SL. As the title says, I need some help for brainstorming a good Extended Essay topic. My interests lay mostly on Logarithms, Statistics, and Probability. I guess my main question is what is a good area [of expertise] to explore that involves either one of those three topics. Thanks.

  4. IB Maths EE examples

    High scoring IB Maths Extended Essay examples. See what past students did and make your Maths EE perfect by learning from examiner commented examples!

  5. Math Extended Essay Topics

    In an Group 5: Mathematics extended essay, students work independently under the guidance of a supervisor to plan and carry out a research project on a math-related topic. This research project should demonstrate the student's ability to engage in independent research, apply critical thinking and problem-solving skills, and communicate their ...

  6. LibGuides: Extended Essay: Group 5: Mathematics

    An extended essay (EE) in mathematics is intended for students who are writing on any topic that has a mathematical focus and it need not be confined to the theory of mathematics itself. Essays in this group are divided into six categories: the applicability of mathematics to solve both real and abstract problems;

  7. Need ideas for an extended essay on math : r/learnmath

    Get the Reddit app Scan this QR code to download the app now. Or check it out in the app stores ... Need ideas for an extended essay on math . ... Thank you so much for the tips!Im writing a extended essay for ib which has to be about 4000 words.I took algebra 1 and 2 ,geometry,math studies and am going to take ap calc in my senior year.

  8. IB Math Extended Essay: A Complete Student's Guide

    Math extended essay isn't just a routine school assignment you might complete on a typical day. Instead, it's a comprehensive exploration of a distinct topic within Mathematics. But remember, it's not all about numbers or equations. It's about showcasing your ability to reason, analyze, and communicate your findings in writing. ...

  9. IB Math EE

    The IB Math Extended Essay is a research project that requires students to investigate a mathematical topic of their choice in depth, demonstrating their understanding and application of mathematical principles. It serves as an opportunity for students to engage in independent research and explore the subject matter beyond the scope of the ...

  10. Extended Essay

    ee_example_using_trapezoidal_rule.pdf: File Size: 111 kb: File Type: pdf