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Nashad Najimudeen and Rushda Halith

Welcome to Math Made Easy.

In this course we will be providing you with a detailed overview of the following topics with a specific emphasis on tips, tricks and techniques to simply solve any math problem quickly.

Read more

Welcome to Math Made Easy.

In this course we will be providing you with a detailed overview of the following topics with a specific emphasis on tips, tricks and techniques to simply solve any math problem quickly.

  • Numbers: Basic Operators; Prime Numbers and Composite Numbers; Roots; Fractions; Decimals; Chance and Probability; Percentages; Ratios

  • Patterns: Number Patterns; Number Sets; Linear Equation using Algebraic Techniques

  • Data: Constructing and Interpreting Tables and Graphs - Column Charts; Line Charts; Pie Charts; Bar Charts; XY Coordinates; Venn Diagram

  • Measurements: Metric Units; Length; Perimeter; Area; Surface Area; Volume; Time; Mass

  • Space and Geometry: 2D and 3D Shapes; Angles; Symmetry; Direction (Travelling); Rotation

  • Trigonometry: Introduction to Trigonometry; Pythagoras Theorem; Sine, Cosine, Tangent; Common Angles; Calculation

Each of the above sections also contain notes that can be downloaded for easy reference. There are 15 quizzes each with its own video where we take you step by step through the process of solving each question.

At the end of the course you will be able to approach math problems by breaking them down and applying the shortcuts you've learned to reach the solution.

Hope you enjoy this course and ace your next math exam.

Good luck and all the best.

Math Made Easy Team

Nashad Najimudeen

Rushda Halith

Enroll now

What's inside

Learning objectives

  • Solve complex math questions by breaking them down step by step
  • Significantly improve the time taken to solve math questions
  • Develop a concise list of shortcuts and techniques for easy reference
  • Understand the basics to solve math problems

Syllabus

Introduction
Introduction to the Course
+ - ÷ x > < Prime Numbers, Composite Numbers; Roots; Fractions; Decimals; Chance, Probability; Percentages; Ratios
Read more
Basic Operators
Prime and Composite Numbers
Square, Cube and Roots
Adding and Subtracting Fractions
Multiplying and Dividing Fractions
Decimals
Chance and Probability
Percentages
Ratios
Number Patterns; Number Sets; Linear Equation using Algebraic Techniques
Number Patterns
Number Sets
Linear Equation
Constructing and Interpreting Tables and Graphs- Column Charts; Line Charts; Pie Charts; Bar Charts; XY Coordinates; Venn Diagram
Interpreting Tables and Graphs
Column Charts
Line Charts
Pie Charts
Bar Charts
XY Coordinates
Grids
Venn Diagram
Metric Units; Length; Perimeter; Area; Surface Area; Volume; Time; Mass
Metric Units
Length
Perimeter
Area
Surface Area
Volume
Liquid Measurement
Time
Mass
2D and 3D Shapes; Angles; Symmetry; Direction (Traveling); Rotation
2D Shapes
3D Shapes
Angles
Symmetry
Direction (Traveling)
Rotation
Tips and tricks to solve medium-difficulty questions

Calculator NOT allowed.

Explanation for Set 01
Intermediate Question Set 02
Explanation for Set 02
You can use a calculator for this quiz

You can use a calculator for this quiz

Explanation for Set 03
Intermediate Questions Set 04
Tips and tricks to solve challenging questions
Explanation for Set 04
Intermediate Questions Set 05
Explanation for Set 05
Intermediate Questions Set 06
Challenging Questions Set C
Set 06
Intermediate Questions Set 07
Set 07
Explanation for Challenging Questions Set A Q1-5
Explanation for Challenging Questions Set A Q6-10
Explanation for Challenging Questions Set B Q1-5
Explanation for Challenging Questions Set B Q6-10

You can use a calculator.

Explanation for Challenging Questions Set C Q1-5
Explanation for Challenging Questions Set C Q6-10
Challenging Questions Set D
Explanation for Challenging Questions Set D Q1-5
Explanation for Challenging Questions Set D Q6-10
Challenging Questions Set E
Challenging Questions Set E Q1-5
Challenging Questions Set E Q6-10
Challenging Questions Set F
Explanation for Challenging Questions Set F Q1-5
Explanation for Challenging Questions Set F Q6-10
Challenging Questions Set G
Explanation for Challenging Questions Set G Q1-5
Explanation for Challenging Questions Set G Q6-10
Challenging Questions Set H
Explanation for Challenging Questions Set H Q1-5
Explanation for Challenging Questions Set H Q6-10
An introduction to Trigonometry, Pythagoras Theorem, Sine, Cosine, Tangent, Common Angles and Basic calculation.

Introduction to Trigonometry

Benefits of using Trigonometry

Pythagoras Theorem

Sides of a right-angled triangle

Sine, Cosine and Tangent
Common Angles (30, 60)

Save this course

Save Math Made Easy: Fundamental Math Skills for Students to your list so you can find it easily later:
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Activities

Be better prepared before your course. Deepen your understanding during and after it. Supplement your coursework and achieve mastery of the topics covered in Math Made Easy: Fundamental Math Skills for Students with these activities:
Review Basic Arithmetic
Strengthen foundational arithmetic skills to prepare for more complex mathematical concepts covered in the course.
Show steps
  • Practice addition, subtraction, multiplication, and division problems.
  • Review order of operations (PEMDAS/BODMAS).
  • Work through practice quizzes on arithmetic.
Review 'Math Refresher for Adults' by Richard W. Fisher
Brush up on math skills by reviewing a refresher book designed for adult learners.
Show steps
  • Read chapters covering topics relevant to the course.
  • Complete practice exercises and quizzes.
  • Focus on areas where you need the most improvement.
Review 'Basic Mathematics' by Serge Lang
Solidify understanding of fundamental math concepts by reviewing a comprehensive textbook.
Show steps
  • Read relevant chapters covering arithmetic, algebra, and geometry.
  • Work through example problems in the book.
  • Review key concepts and formulas.
Four other activities
Expand to see all activities and additional details
Show all seven activities
Fraction and Decimal Practice
Reinforce skills in fractions and decimals, which are essential for understanding percentages and ratios.
Show steps
  • Solve fraction addition, subtraction, multiplication, and division problems.
  • Convert between fractions and decimals.
  • Practice decimal operations (addition, subtraction, multiplication, division).
Create a Math Cheat Sheet
Compile a cheat sheet of formulas, rules, and shortcuts learned in the course for quick reference and improved problem-solving.
Show steps
  • Review course materials and identify key formulas and concepts.
  • Organize the cheat sheet by topic (e.g., fractions, percentages, geometry).
  • Include examples for each formula or concept.
  • Refine and condense the cheat sheet for easy readability.
Explore Trigonometry Tutorials
Deepen understanding of trigonometry concepts by working through online tutorials and practice problems.
Show steps
  • Find online tutorials covering sine, cosine, tangent, and Pythagoras theorem.
  • Work through example problems in the tutorials.
  • Solve additional practice problems to test understanding.
Real-World Math Project
Apply math skills learned in the course to a real-world project, such as budgeting, home improvement calculations, or investment analysis.
Show steps
  • Choose a real-world project that requires math skills.
  • Identify the math concepts needed for the project.
  • Apply the concepts to solve problems within the project.
  • Document the process and results of the project.

Career center

Learners who complete Math Made Easy: Fundamental Math Skills for Students will develop knowledge and skills that may be useful to these careers:
Tutor
A tutor provides individualized instruction to students, often focusing on specific subjects or skills. This course helps build a foundation in fundamental math concepts, covering topics like basic operators, fractions, decimals, percentages, and ratios. The course's emphasis on problem-solving techniques and shortcuts enhances a tutor's ability to explain mathematical concepts clearly and efficiently. The sections on interpreting graphs and charts may be useful for conveying data and statistics in a way that is easier for students to comprehend. A tutor should consider taking this course to refine their understanding of core mathematical principles and improve their teaching methods.
Math Teacher
A math teacher is responsible for educating students in mathematical concepts and principles. This course helps build a strong foundation in fundamental math skills, covering topics such as numbers, patterns, data interpretation, measurements, geometry, and trigonometry. The course's detailed overview of these areas, along with its focus on problem-solving techniques, may be useful for math teachers in explaining complex concepts in a simplified manner. The sections on constructing and interpreting tables and graphs can enhance a math teacher's ability to present data effectively. This course may be particularly relevant for math teachers seeking to reinforce their understanding of basic mathematical principles and refine their teaching approaches.
Accountant
Accountants prepare and analyze financial records to provide insights into an organization's financial performance. This course helps build a strong foundation in fundamental math skills, covering topics such as basic operators, percentages, and ratios. Accountants regularly use these mathematical concepts to analyze financial data and prepare reports. The skills acquired in this course allow an accountant to perform calculations quickly and accurately. This course may be particularly helpful for accounting professionals seeking to refine their understanding of core mathematical principles and improve their financial analysis skills.
Budget Analyst
Budget analysts are responsible for managing an organization's financial plan. This course helps build a foundation in math skills, covering topics such as basic operators, percentages, and ratios, which are important for preparing and analyzing budgets. Budget analysts use these concepts to track expenses, forecast revenues, and ensure financial stability. The course's emphasis on problem-solving techniques may be useful for budget analysts seeking to optimize resource allocation and improve financial planning accuracy. Consider taking this course to enhance your quantitative skills as a budget analyst.
Financial Analyst
Financial analysts evaluate financial data and provide investment recommendations. This course helps build a foundation in fundamental math skills, covering topics such as percentages and ratios, which are essential for financial analysis. Financial analysts use these concepts to assess financial performance and forecast future trends. The course may be particularly useful for financial analysts seeking to sharpen their quantitative skills by learning new problem-solving techniques. The sections on data interpretation might be applicable to a Financial Analyst.
Financial Advisor
Financial Advisors guide clients in making investment decisions, managing their assets, and planning for their financial goals. This course may be useful with its foundational coverage of math, including topics like percentages and ratios, which are critical for calculating investment returns and managing risk. Financial advisors should find value in the course's emphasis on problem-solving techniques that might be helpful when explaining complex financial products to clients in a simplified manner. This course may be especially useful for financial advisors seeking to enhance their mathematical skills.
Data Analyst
Data analysts examine and interpret data to identify trends and insights. This course may be useful, as it covers data interpretation, including constructing and interpreting tables and graphs like column charts, line charts, pie charts, bar charts, XY coordinates, and Venn diagrams. Data analysts often need to understand basic mathematical concepts to analyze numerical data effectively. This course's emphasis on problem-solving techniques and shortcuts might aid in efficiently processing and interpreting large datasets. A data analyst should consider taking this course to sharpen their skills in data interpretation and analysis.
Market Research Analyst
Market research analysts study market conditions to examine potential sales of a product or service. Market research analysts collect data to show trends in the market, and typically have a bachelor's degree. This course helps build a foundation in fundamental math skills, covering topics such as percentages, ratios, and data interpretation. The ability to construct and interpret tables and graphs, as covered in the course, is essential for presenting market research findings effectively. A market research analyst should consider taking this course to improve their analytical and data presentation capabilities.
Statistician
Statisticians collect, analyze, and interpret numerical data to identify significant trends and relationships. Statisticians require a strong understanding of mathematical principles to effectively analyze data and draw meaningful conclusions; a master's degree or PhD is typically required. This course may be useful as it covers basic operators, chance and probability, percentages and ratios, constructing and interpreting tables and graphs, and an introduction to trigonometry. These topics are fundamental to statistical analysis, and this course helps build a solid foundation in these areas. A statistician should consider this course to reinforce and expand their knowledge of core mathematical concepts.
Data Scientist
Data scientists analyze complex data sets to extract meaningful insights and develop data-driven solutions; a master's degree or PhD is often required. This course may be useful as it covers several mathematical areas, allowing a data scientist to engage with and interpret data in a way that is mathematically precise. Topics from the course such as interpreting tables and graphs might be helpful as they assist with visualizing complex datasets to facilitate communication of findings to stakeholders. A data scientist should consider taking this course to reinforce their knowledge of math methods to help them analyze large datasets.
Surveyor
A surveyor measures and maps land surfaces, often for construction or property boundary purposes; this often requires licensure. This course helps build a foundation in math skills, covering topics such as length, perimeter, area, volume, 2D and 3D shapes, angles, and trigonometry. Surveyors use these concepts to accurately measure and map land features. The course's emphasis on geometric principles and trigonometric calculations may be useful for surveyors. This course may be particularly relevant for surveying professionals seeking to reinforce their understanding of core mathematical concepts.
Civil Engineer
Civil engineers design, construct, and maintain infrastructure projects such as roads, bridges, and buildings. This course helps build a foundation in math skills, covering topics such as measurements, geometry, and trigonometry. A civil engineer uses these concepts to calculate dimensions, angles, and forces in structural designs. This course may be useful in providing a refresher on core mathematical principles. The sections focusing on 2D and 3D shapes, angles, and the Pythagorean theorem enhance a civil engineer's understanding of spatial relationships and structural integrity.
Economist
Economists study the production and distribution of resources, goods, and services by collecting and analyzing data, researching trends, and evaluating economic issues. Economists typically hold an advanced college degree. This course may be useful, as it covers essential topics in constructing and interpreting tables and graphs, column charts, line charts, pie charts, bar charts, XY coordinates and Venn diagrams. The skills covered in this course may augment an economist skill set. An economist may consider this course to sharpen and refine their knowledge of data analysis and interpretation.
Software Developer
Software developers design, develop, and test software applications. This course helps build a logical approach for software developers as it covers topics such as number patterns, linear equations, and basic mathematical operations. These concepts are fundamental to understanding algorithms and creating efficient code. The emphasis on problem-solving techniques and shortcuts can enhance a software developer's ability to tackle complex coding challenges. Software developers should consider taking this course to strengthen their foundational math skills.
Game Developer
Game developers create video games for various platforms, requiring a blend of programming, design, and mathematical skills. This course helps build a foundation in math skills, covering topics such as 2D and 3D shapes, angles, symmetry, direction, rotation, and trigonometry. This course's emphasis on geometric concepts may be helpful for game developers in creating realistic and immersive game environments. A game developer must consider taking this course to strengthen their understanding of mathematical principles.

Reading list

We've selected two books that we think will supplement your learning. Use these to develop background knowledge, enrich your coursework, and gain a deeper understanding of the topics covered in Math Made Easy: Fundamental Math Skills for Students.
Is designed for adults who want to refresh their math skills. It covers a wide range of topics, from basic arithmetic to algebra and geometry. It is particularly helpful for students who have been away from math for some time. This book great resource for brushing up on the fundamentals and building confidence in math skills.
Provides a solid foundation in basic mathematics, covering arithmetic, algebra, and geometry. It is particularly useful for students who need to refresh their knowledge of fundamental concepts. While not directly aligned with every topic in the course, it offers a comprehensive review of essential mathematical principles. It can be used as a reference for background knowledge.

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