Math Essay Examples and Topics

183 samples

Parabolas and Their Application in the Real Life

Some of the characteristics of a parabola are that if made of shiny / reflecting materials, the light travels in a parallel direction with the axis of symmetry, and it is reflected in the parabola's [...]
  • Pages: 2
  • Words: 565

Mathematics: Discovered or Created?

Another viable explanation of the existence of mathematics is that it is merely part of the human creation. The argument for mathematics being part of human discovery is far-fetched and fanatical.
  • Pages: 2
  • Words: 595

Statistics Abuse: How, Why, and When

1 According to the formula of variance for any randomly distributed set of data, the denominator denotes the degrees of freedom: = Variance for a random set; Mean for the set of data; ith datum [...]
  • Pages: 10
  • Words: 2836

Mathematical Analysis of the Pyramid of the Louvre

It is important to emphasize that the shape of the museum is not tetrahedral, as it may seem because the central composition of the visible part of the Louvre is directly a square, not a [...]
  • Pages: 10
  • Words: 1523

History of Algebra Brief Overview

Algebra is a mathematical concept that basically involves the applications of operations and relations, and the concepts that are as a result of the combination of the two.
  • Pages: 2
  • Words: 755

Pythagorean Theorem: History, Formula, and Proof

It is used not only to simply solve the missing side of a right-angled triangle but also more extensively to solve Reasoning and Application problems and also can be used to solve many higher mathematics [...]
  • Pages: 5
  • Words: 1524

Measurements’ Standarts

Measurement refers to the process of determining the proportion of a physical quantity such as temperature, time, volume, area, weight and length. Civil engineering involves the extensive use of measurement and scales.
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  • Pages: 3
  • Words: 780

Correlation

The correlation studies result in the determination of the correlation coefficient which is a measure of the strength of the relationship between variables.
  • Pages: 4
  • Words: 1036

The Life and Works of Archimedes

In the precedent years, the fairy-tale of the palimpsest produced by the mathematician was exhilarating with application of transcript modification and pilfering.
  • Pages: 9
  • Words: 2513

Spatial Modeling: Types, Pros and Cons

Its primary objective is to facilitate the evaluation and simulation of spatial phenomena occurring in the actual world and allow for planning and problem-solving approaches.
  • Pages: 3
  • Words: 950

Arthur Cayley: Life, Career, and Achievements

Arthur Cayley joined Trinity College in Cambridge at the age of seventeen and graduated in 1842 and in October of the same year, he became the youngest fellow in that college.
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  • Pages: 3
  • Words: 811

Reflection on Statistics Learning Goals

In this regard, I hoped to obtain knowledge in designing of experiments, collection and analysis of data, interpretation of results as well as drawing of conclusions.
  • 1.8
  • Pages: 2
  • Words: 610

Pythagoras Theories

The goal of this paper is to examine the life of Pythagoras to uncover some of the important issues that his work brought about.
  • 5
  • Pages: 7
  • Words: 1918

The Use of Mathematics in Advertisements

An example is the article "Comparison of Clinical Efficacy of Three kinds of toothpaste in Reducing Dentin Hypersensitivity". This article uses mathematics in comparing the efficiency of kinds of toothpaste.
  • Pages: 1
  • Words: 209

Oblique Triangles in Everyday Life

Furthermore, it is possible to mention that the shape is universal, meaning that people from all over the world are familiar with it.
  • Pages: 1
  • Words: 279

Leonardo Pisano Fibonacci’s Life and Contributions

Although only few facts are known about the life of Leonardo of Pisa, his writings in mathematics include the detailed discussion of the advantages of the Hindu-Arabic system, the important information on arithmetic in business [...]
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  • Pages: 3
  • Words: 852

Calculus-Integration

If an indefinite integral function is F and given a certain function f, the function F or the integral is determined such that F' equals the original function f.
  • 4.5
  • Pages: 4
  • Words: 1074

The Value of Mathematics in Antonsen’s TED Talk

The video I chose to examine for this discussion is Roger Antonsen's TED talk, "Math is the hidden secret to understanding the world". Therefore, math, as a tool for providing varied perspective, is one of [...]
  • Pages: 1
  • Words: 314

The Use of Polynomials in the Real World

The video "How to solve polynomial equations in a real life situations" by Teacher Cjane explains the concept of polynomials and provides an example of using such equations in practice.
  • Pages: 1
  • Words: 280

Fundamental Theorem of Calculus in Modern World

The works by Bernoulli and Barrow introduced the term "calculus" in the middle of the 17th century as "a particular method of calculation and mathematical study of continuous change". The purpose of the fundamental theorem [...]
  • Pages: 2
  • Words: 656

Mathematical and Statistical Investigation

Overall, this investigation is dedicated to one of the most interesting and complex topics in present-day geometry, namely, the problem of time and the circle geometry, associated with the position of the hands-on clock.
  • Pages: 7
  • Words: 1798

Problem Solving Process in Mathematics

Problem solving is the practice of working through the "facts" of a problem or situation to get a solution. The first principle is to "understand the problem".
  • Pages: 2
  • Words: 632

Implicit Differentiation in the Business Sector

Implicit differentiation is commonly used across the business sector to solve various problems and optimize the output of the problem. In this post, I will discuss the application of Implicit Differentiation in the business sector.
  • Pages: 1
  • Words: 306

Systems of Linear Equations – Cramer’s Rule

In chapter three, Cramer classifies curves concerning shapes, and it is here that he introduces his famous 'Cramer's Rule.' Here, Cramer applies several arbitrary factors in an equation of the order n, to test his [...]
  • Pages: 2
  • Words: 623

Algebra in the Real World and Everyday Life

The algebraic concept of formulas can be employed when one intends to start a business. Another algebraic concept that can be used in weather science is that of variables.
  • Pages: 2
  • Words: 606

Quantitative Approach to Research

Post-positivist approach says that the scientists are parts of the reality and can never be detached enough to be completely objective in the way they percept the reality. The levels are connected and each level [...]
  • Pages: 2
  • Words: 437

Bouncing Ball as an Example of a Conic Section

When a ball is thrown into the air, it rises until it reaches a high point. The entirety of motion from the moment a ball rises into the air until it falls constitutes a parabola.
  • Pages: 1
  • Words: 284

Compound Interest as Mathematical Fact

The essay, however, aims at a deeper study of the compound interest model in the economic sector as well, since it will be shown that the use of mathematical operators, whether limits or differentiation, over [...]
  • Pages: 20
  • Words: 4913

Slope Desciption and Necessity

The slope is the term that is used to describe the correlation between the rise and run of a particular surface, object, staircase, or other things.
  • Pages: 1
  • Words: 296

History of Pythagoras Theorem

The elementary components of the theory are believed to have been discovered and utilized by the ancient Babylonians, and probably the Chinese approximately 1000 years before Pythagoras proved the theorem in about 500 BC.
  • Pages: 5
  • Words: 1370

Prime Numbers Role in People’s Life

There are great many of prime numbers, the smallest one is 1 and the largest known prime number on the moment of webpage creation is m39 = 213,466,917-1.
  • Pages: 2
  • Words: 582

Mathematics: Individual and Cultural Influences

It seeks to answer the question of "what matters most, the individual or the culture?" "What is the net result of having a great mathematician without a community to endorse and support his work?" "On [...]
  • Pages: 2
  • Words: 572

Mathematics – Concept of Multiplication

Ability of counting the group number and the items is necessary for one to be able to multiply them. For example, it is common for students to forget the addition and multiplication rules.
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  • Pages: 3
  • Words: 1161

Chapter 5 of Weapons of Math Destruction by O’Neil

It is presumably devoid of the racism and prejudices incorporated in the recidivism models that the court system utilizes. At a "hackathon" in the spring of 2011, O'Neil and the New York Civil Liberties Union [...]
  • Pages: 2
  • Words: 584

Linear Equations Comprehensive Study

Rene refined the idea of the standard notation equation of a line given as y=mx + b, m which represents the slope and determines the change in y for every unit change in x, b [...]
  • Pages: 2
  • Words: 751

Probability Theory: Descriptive Statistics

The second is the median, which is the middle observation of a data column. Variance is an expression of how data differ from the mean in abnormal data distribution.
  • Pages: 2
  • Words: 766

Math Assignment: Graph Visualization

The difference in equations is informed by the use of plot variances, where x-axis represents the number of miles driven, while the y-axis shows the number of gallons of gas in a truck.
  • Pages: 2
  • Words: 539

Practical Usages of Scientific Notation

Scientific notation is regarded as a short hand approach and plays a big role in reducing the number of zeros seen by the students. Expressing it using the scientific notation creates a value that is [...]
  • Pages: 2
  • Words: 398

Sir Isaac Newton Mathematical Theory

His central focus was to formalize the inverse properties between the integral and the differential; this was the first calculus system where he created new rhetoric and descriptive terms.
  • Pages: 4
  • Words: 1051

Math Functions in Economics

The actual value of this work is covered in the notion that the analysis of the similarity of the techniques and rules of math and economic calculation will help to foster the further development of [...]
  • Pages: 9
  • Words: 2443

National Museum of Math

Children of the first two grades, as well as pre-school children, should be provided with interactive experience in the sphere of mathematics so as to start the process of understanding it as early as possible [...]
  • Pages: 2
  • Words: 599

Qualitative research design and methods

Unlike quantitative research where an investigator manipulates variables or recreates the natural setting in the lab, qualitative research aims at assessing behaviours in it's undisturbed from. It raises a series of sub questions that are [...]
  • Pages: 2
  • Words: 580

Nash Equilibrium Challenge

In the question, we will calculate the Nash equilibrium as follows: Let Si1 be the ith row of S1, and Sj2 be the jth column of S2 We then solve the linear program based on [...]
  • Pages: 8
  • Words: 2265

t-Test Discussion

Using the formula of the t-test, one obtains a positive value when the first mean is larger than the second and a negative t-test value when the second mean is larger than the first.
  • Pages: 2
  • Words: 643

P-Value Definition and Role

The decision criterion using the P-value is that we reject the null hypothesis when the P-value is less than or equal to the significance level. 049, the null hypothesis is more strongly rejected than when [...]
  • Pages: 2
  • Words: 555

Statistically Significant but Not Meaningful

The situations occurs at the end of a study when the statistical figures relating to certain topics of study are calculated in absence of qualitative aspect and other details that can be used to make [...]
  • Pages: 2
  • Words: 614

Carl Friedrich Gauss: Mathematician and Innovator

Moreover, Gauss is also the founder of congruence, which was a part of the mathematician's approach to the mentioned theory. Carl Friedrich Gauss became famous for his breakthrough ideas and developments that dramatically affected the [...]
  • Pages: 3
  • Words: 855

Deduction in Ancient Greece and Egypt

Mathematics and the use of formulas have played an important role in the development of the modern world. The Golden Ratio concept was used in this part of the world.
  • Pages: 1
  • Words: 366

The Life Accomplishments of John von Neumann

While von Neumann's indirect participation in the bombing of Hiroshima and Nagasaki makes the discussion of his historical figure controversial, von Neumann's goal was to quickly achieve the end of the war by any means.
  • Pages: 1
  • Words: 358

Construction of Regular Polygons: Octagon

The corners or vertices of a polygon are the positions where two of the lines of the polygon intersect. To obtain a single interior angle, then As illustrated, the following steps can be used to [...]
  • Pages: 2
  • Words: 578

Mathematical Explorations: Quantitative Reasoning

Given the problem at hand has a theoretical backup, we intend to use the data provided in Table 1, copied to Spreadsheet, to establish the relationship between education expenditure per student and graduation rates in [...]
  • Pages: 2
  • Words: 569

Multiple Linear Regression Critique

In this context, the author has used graphs and charts to elaborate the figures in the research. To talk about independent variables and reliability can be confusing if the context is not specified.
  • Pages: 2
  • Words: 560

Mathematics: Problem-Solving Tasks

As for the area of the figure, only the first three students managed to complete the task, while Participant 4 did not find the area, and Participant 5 arrived at the wrong answer.
  • Pages: 3
  • Words: 952

The SpICP-MS Approach: Paraphrasing

The spICP-MS is a highly-potent methodology for metallic NP characterization regardless of the constraints and aspects for improving the process includes.
  • Pages: 1
  • Words: 132

Using Mathematics in Trading Metrics

Strictly speaking, to get the derivative for a function, such as a time series, one needs to study the limit of the increment of that function to the increment of time, as shown in the [...]
  • Pages: 2
  • Words: 765

Math: A Differential Calculus Lesson Analysis

The selected lesson to complete the course activities and the final project is an introduction to calculus. In the wake of technological advancement, climate variation, and the adoption of automation, differential calculus can be employed [...]
  • Pages: 3
  • Words: 934

Functional Mathematics Implementation

The $1000 is expected to turn into a more significant amount after that time, but now it can be seen that the particular value of A will only be determined through the interest rate r [...]
  • Pages: 1
  • Words: 359

The Central Limit Theorem and Its Applications

A basic formulation of the CLT might be "the theorem that specifies the nature of the sampling distribution of means according to the central tendency, the variability, and the shape of the distribution".
  • Pages: 2
  • Words: 694

Math: Aspects of HIV Modeling

The indicator of the fit of the constructed model to the data set is the parameter R2, the coefficient of determination.
  • Pages: 4
  • Words: 1107

Researching of Advanced Forecasting Methods

Furthermore, it is important to note that for the time series, there is a need to postulate the observed values for the variables in a manner that it is easy to determine the nature of [...]
  • Pages: 3
  • Words: 809

The Concept of Coterminal Angles

Consequently, if the terminal side of the coterminal angle is not the same as the terminal side of the initial angle, then there is a clear error in the definition.
  • Pages: 1
  • Words: 392

The Exponential Function in Analytic Algebra

This knowledge helps paramountly to know that exponentiation is not only the raising of a number to a degree but also the historical practice of working with numbers that communities have tried to come to [...]
  • Pages: 1
  • Words: 389

Sophie Germain’s Story of a Woman Mathematician

One of the most striking examples of gender bias in academia is the story of the French female mathematician Sophie Germain, who made significant contributions to differential geometry and number theory.
  • Pages: 3
  • Words: 914

A Real-World Linear Regression Model

This is detailed, focusing on the use of the linear regression model in carrying out the prediction of the housing prices for specified homes in 2019.
  • Pages: 5
  • Words: 1400

Math: Compound Interest as a Future Problem

In this case, P stands for principal, that is, the initial deposit, r is the key interest rate, n is the number of times the deposit is compounded during the year, and n is the [...]
  • Pages: 2
  • Words: 636

Thinking in Terms of Vectors in Daily Life

For instance, the concept was applicable for the first time I was learning to learn how to ride a bicycle. The first one is that I had to concentrate and work tirelessly to achieve the [...]
  • Pages: 1
  • Words: 273

Mathematical Biology: Explaining Population Extinction

Species in settings with soft carrying capacities such as those with non-negative value K create a restricted expectation of a variation, given a full past history, is non-positive when the species surpasses the carrying volume.
  • Pages: 2
  • Words: 658

A-Level Math AQA : Specification

Assessment and Qualifications Alliance (AQA) is an independent charitable organisation that produces specifications and examination assignments for 12th and 13th-grade students.
  • Pages: 80
  • Words: 4304

Teaching Math: Number Sense Instruction

In particular, the child gets to know that not all shapes are convenient to measure, for example, it is difficult to measure the length or width of a ball.
  • Pages: 5
  • Words: 1191

“IS-LM MODEL” by Dudley Cooke

The IS-LM model is based on the assumption that the general price level is fixed. IS-LM model can be written using functional forms by focusing on the linear function1.
  • Pages: 3
  • Words: 865

Mathematical Laws in the Real World

Given the impossibility of reducing the general idea of mathematical science to a single point, it is essential to note that the manifestation of its regularities and concepts is widespread in the real world.
  • Pages: 4
  • Words: 1146

Mathematics: An Art or a Science

The research aims at showing the relationship between Art and Mathematics to students. The two disciplines have proved to be more united throughout history.
  • Pages: 7
  • Words: 1864

Mathematical and Physical Concepts

The x-intercept and y-intercept are determined algebraically, as shown below: y-intercept is the point where the line meets the y-axis, that is, the value of x at this point is 0.
  • Pages: 2
  • Words: 540

Estimating Single Population Parameters

There are two types of CIs, that is, interval estimate and point estimate, and both of these can be used to estimate the mean for a population sample.
  • Pages: 4
  • Words: 859

Real-World Applications of Mathematics

The world of mathematics is much diversified with the two common and simplest sequences to work with being the arithmetic and geographic sequences.
  • Pages: 2
  • Words: 536

Algebra: Y-Intercept and X-Intercept

The x-intercept is where the graph crosses the x-axis while the y-intercept is where the graph crosses the y-axis. The x-intercept is the point along the x-axis and the y-intercept is the point along the [...]
  • Pages: 2
  • Words: 655

Stability of Structures: Analysis of a Frame

In analyzing the frame, the account is taken of the effect of axial load on the flexural stiffness of compression members.t is noted in the question that the frame is braced against side sway, and [...]
  • Pages: 6
  • Words: 734
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