Math in Action

The real reason why people dislike math is because they think it’s dull. This is precisely why this course teaches Math through stories, real-world applications, illustrations, and cutting-edge animation. Math in Action not only builds a robust foundation for exams like the SAT, GMAT, GRE, ACT, and Math Olympiads but also introduces Darwiz, an AI tutor designed to instantly clarify all your doubts, integrating personalized support with interactive learning.

4.81(16 Ratings)

Validity 365 Days

Enrollment validity: 365 days

Duration

12 hours 50 minutes
Last Updated

February 10, 2024
Certificate

Certificate of completion

How to perform arithmetic operations on real numbers and rationalize the denominators of surds
How to identify and classify polynomials, find their zeros, apply the remainder and factor theorems, and use algebraic identities
How to locate points in the Cartesian plane using coordinates and plot linear graphs
How to solve linear equations in two variables using various methods and interpret their graphical solutions
How to understand the basic concepts of Euclidean geometry, such as definitions, axioms, postulates, and proofs
How to use the criteria of congruence and similarity to compare and construct triangles and other polygons
How to apply the angle sum property and the inequalities in a triangle
How to calculate the areas and perimeters of various plane figures, such as parallelograms, triangles, circles, and sectors
How to identify and name different types of angles, such as acute, obtuse, right, straight, and reflex
How to use the properties of circles, such as equal chords, congruent arcs, cyclic quadrilaterals, and tangents
How to define and classify quadrilaterals, such as parallelograms, rectangles, rhombuses, squares, trapeziums, and kites
How to find the surface areas and volumes of three-dimensional figures, such as cubes, cuboids, cylinders, cones, spheres, and hemispheres
How to perform simple geometric constructions using a ruler and compass
How to collect, organize, and present data in different forms, such as tables, bar graphs, histograms, and pie charts
How to calculate the measures of central tendency, such as mean, median, and mode, for a given data set
How to understand the concept of probability as a measure of uncertainty and find the probability of simple events

Darwiz - AI Assistant

With instant guidance, tailored learning experiences, and the ability to help with homework, essays, coding, assignments, and more, Darwiz is all you need to change the way you learn, no matter which subject!

About Course

The real reason why students dislike math is because they think it's dull. They don't get excited about numbers the same way they get excited about history, science, or other subjects that are more relatable. This is precisely why this course teaches Math through stories, real-world applications, illustrations, and cutting-edge animation. Math in Action builds a solid foundation in math for exams like SAT, GMAT, CAT, GRE, ACT, Math Olympiads, and much more. We have over 130 lessons covering every basic concept of fundamentals of math. Every video in the course comes with a quiz to test your knowledge, and each section contains exercises (with detailed solutions!) to help you practice and understand the concepts better. Additionally, you'll find extra solved example problems at the end of each section.

How to perform arithmetic operations on real numbers and rationalize the denominators of surds
How to identify and classify polynomials, find their zeros, apply the remainder and factor theorems, and use algebraic identities
How to locate points in the Cartesian plane using coordinates and plot linear graphs
How to solve linear equations in two variables using various methods and interpret their graphical solutions
How to understand the basic concepts of Euclidean geometry, such as definitions, axioms, postulates, and proofs
How to use the criteria of congruence and similarity to compare and construct triangles and other polygons
How to apply the angle sum property and the inequalities in a triangle
How to calculate the areas and perimeters of various plane figures, such as parallelograms, triangles, circles, and sectors
How to identify and name different types of angles, such as acute, obtuse, right, straight, and reflex
How to use the properties of circles, such as equal chords, congruent arcs, cyclic quadrilaterals, and tangents
How to define and classify quadrilaterals, such as parallelograms, rectangles, rhombuses, squares, trapeziums, and kites
How to find the surface areas and volumes of three-dimensional figures, such as cubes, cuboids, cylinders, cones, spheres, and hemispheres
How to perform simple geometric constructions using a ruler and compass
How to collect, organize, and present data in different forms, such as tables, bar graphs, histograms, and pie charts
How to calculate the measures of central tendency, such as mean, median, and mode, for a given data set
How to understand the concept of probability as a measure of uncertainty and find the probability of simple events

12h 50m

Preview

What is the Zero of a Polynomial?
00:06:51

Graph of a Linear Equation in 2 variables
00:03:18

The diagonals of a parallelogram always bisect each other
00:05:22

How to identify the coordinates of a point on the cartesian plane?
00:04:20

Line drawn through the center of a circle to bisect a chord is perpendicular to it
00:06:00

Space race – Transitivity of parallel lines
00:04:27

The sum of either pair of opposite angles of cyclic quadrilateral is 180°
00:7:12

How to construct a triangle given its base, a base angle and sum of other two sides?
00:07:28

How to construct a triangle given its base, a base angle and difference of other two sides?
00:08:59

Concept Outline – Number Systems
00:5:00

Objective Questions – Number Systems
00:12:00

HOTs – Number Systems
00:20:00

Case Study Questions – Number Systems
00:8:00

Darwiz AI

Number Systems

Polynomials

Coordinate Geometry

What is the Cartesian system of coordinates?
00:07:12

Milestone 1

Exercise 3.1
00:00:00

How to identify the coordinates of a point on the cartesian plane?
00:04:20

Milestone 2

Exercise 3.2
00:00:00

How to plot points on a cartesian plane?
00:04:12

Milestone 3

Exercise 3.3
00:00:00

Solved Examples
00:00:00

Assignment
00:00:00

Linear Equations in Two Variables

What are linear equations in 2 variables?
00:07:10

Milestone 1

Exercise 4.1
00:00:00

Exercise 4.2
00:00:00

Equations of Lines parallel to the x-axis and y-axis
00:04:22

Milestone 2

Exercise 4.4
00:00:00

Graph of a Linear Equation in 2 variables
00:03:18

Milestone 3

Exercise 4.3
00:00:00

Solved Examples
00:00:00

Assignment
00:00:00

Introduction to Euclid’s Geometry

Lines and Angles

Triangles

Quadrilaterals

Areas of Parallelograms and Triangles

Finding the areas of parallelograms and triangles
00:08:19

Milestone 1

Figures on the Same Base and Between the Same Parallels
00:10:37

Milestone 2

Exercise 9.1
00:00:00

Parallelograms that stand on the same base and lie between the same parallels are equal in area
00:07:25

Milestone 3

Exercise 9.2
00:00:00

Triangles that share the same base and lie between the same parallel lines have equal area
00:05:04

Milestone 4

Exercise 9.3
00:00:00

Two triangles having the same base (or equal bases) and equal areas lie between the same parallels
00:05:25

Milestone 5

Exercise 9.4
00:00:00

Solved Examples
00:00:00

Assignment
00:00:00

Circles

Constructions

Heron’s Formula

Surface Areas and Volumes

Statistics

Probability

Sample Papers

Videos: For each topic we teach, our storytellers and animators have weaved an exciting tale of someone who must put theory into practice to get themselves out of a sticky situation. Perhaps they’re building a space station, trapped in a dungeon, or tracking down a cyber criminal. Whatever the protagonist is faced with, you’ll learn alongside them and end each story smarter than when you started.
Darwiz AI: With instant guidance, tailored learning experiences, and the ability to help with homework, essays, coding, assignments, and more, Darwiz is all you need to change the way you learn, no matter which subject! You can use Darwiz to solve your doubts instantly!
Quizzes: When you feel confident about your understanding of a particular math topic, you can test your skills by completing a quiz. If you do well, awesome! If you need a little extra help, you can review the videos or ask for assistance in the Q&A section.
Workbooks: Looking for additional practice to reinforce your understanding of the material? Once you've completed a section, you can review everything you've learned by completing the exercises and examples in the corresponding chapter workbook. These resources provide plenty of extra practice problems, making them an excellent way to solidify your knowledge of the concepts you've just learned.

4.8

Total 14 Ratings

13 Ratings

3 Ratings

0 Rating

Zayn Abadi

10 months ago

I beg you to make a course like this for Physics. Please!!!!

Zach Brown

10 months ago

I never thought I would see a circle theorem with a Batman story. Just amazing !!

Jasmine

10 months ago

best thing about this course is the unique storytelling in each video 🙂

Chris Miller

10 months ago

A VERY unique approach to understanding maths. I wish I found this in my school days

Prachi Tanwar

2 years ago

I never ever think that math can also be easier subject , but this course proof me wrong . i want to thanks to all the team for given us this best way of learning .

Priya Sinha

2 years ago

The course was a bit challenging at times, but it helped me to improve my problem-solving skills and critical thinking abilities. I would recommend this course for students looking for a challenging and engaging learning experience.

Lakshmi Bhat

2 years ago

The animations made it easy to understand difficult math concepts and the stories made the material more engaging. I found that I was able to retain the information better because of the creative teaching methods used in the course. Overall, I would highly recommend this course to other students.

Kavya Rao

2 years ago

It was a great course, very well explained and paced slowly and clearly enough for understanding each step of math proofs. I just would have liked a little more complicated exercises, but still those given were very useful for its intention, giving the basics for math, and to be ready for following math challenges!

Jhanvi Kaur

2 years ago

Great course! Very easy to understand and plenty of practice questions to help remember everything you learned.

Ishan Chowdhury

2 years ago

I can tell from the first lecture, that purchasing this course was a good investment. Aside from math being such a intriguing subject, the way the stories are used to deliver the concepts and solutions are so refreshing. Also the voice is so comforting.

Diya Mehra

2 years ago

Edsplore has brought new light to basic math for me. There are people with advanced degrees in math that would have a hard time teaching this course to the public. There were certain things that I didn't understand still to this day, and I just tried to remember them to pass the test when I was in 6th and 7th. This course explains things in a way that anyone can understand them, and they make sense.

Aryan Sharma

2 years ago

The reason I took this course is to face my phobia to math (though in real world we'd use calculator, but it is a real pain of not really understanding the basics). And without a good foundation (at least not too fragile), we can't go on to learn (to use) other tools

Advait Gupta

2 years ago

Great teacher, clear explanations, just what i was looking for.

Aarav Patel

2 years ago

This course went above and beyond my expectations. Each lesson is followed by notes, quizzes and practice workbook to further improve one's understanding of the topic. Great for anyone looking to build their math foundation.

Description

We have over 130 lessons covering every basic concept of fundamentals of math. Every video in the course comes with a quiz to test your knowledge, and each section contains exercises (with detailed solutions!) to help you practice and understand the concepts better. Additionally, you’ll find extra solved example problems at the end of each section.

Math in Action is organized into the following sections:

Number systems
Polynomials
Coordinate Geometry
Linear equations in 2 variables
Introduction to Euclid’s Geometry
Lines and Angles
Triangles
Quadrilaterals
Areas of Parallelograms and Triangles
Circles
Constructions
Heron’s Formula
Surface areas and Volumes
Statistics
Probability

AND HERE’S WHAT YOU GET INSIDE EVERY SECTION:

Videos: For each topic we teach, our storytellers and animators have weaved an exciting tale of someone who must put theory into practice to get themselves out of a sticky situation. Perhaps they’re building a space station, trapped in a dungeon, or tracking down a cyber criminal. Whatever the protagonist is faced with, you’ll learn alongside them and end each story smarter than when you started.

Quizzes: When you feel confident about your understanding of a particular math topic, you can test your skills by completing a quiz. If you do well, awesome! If you need a little extra help, you can review the videos or ask for assistance in the Q&A section.

Workbooks: Looking for additional practice to reinforce your understanding of the material? Once you’ve completed a section, you can review everything you’ve learned by completing the exercises and examples in the corresponding chapter workbook. These resources provide plenty of extra practice problems, making them an excellent way to solidify your knowledge of the concepts you’ve just learned.

Please Note: While students under the age of 18 are more than welcome to take advantage of this course, please note that only individuals who are 18 years old or older should make the purchase.

YOU’LL ALSO GET:

Lifetime access to Math in Action
Friendly support in the Q&A section

About Course

How to perform arithmetic operations on real numbers and rationalize the denominators of surds
How to identify and classify polynomials, find their zeros, apply the remainder and factor theorems, and use algebraic identities
How to locate points in the Cartesian plane using coordinates and plot linear graphs
How to solve linear equations in two variables using various methods and interpret their graphical solutions
How to understand the basic concepts of Euclidean geometry, such as definitions, axioms, postulates, and proofs
How to use the criteria of congruence and similarity to compare and construct triangles and other polygons
How to apply the angle sum property and the inequalities in a triangle
How to calculate the areas and perimeters of various plane figures, such as parallelograms, triangles, circles, and sectors
How to identify and name different types of angles, such as acute, obtuse, right, straight, and reflex
How to use the properties of circles, such as equal chords, congruent arcs, cyclic quadrilaterals, and tangents
How to define and classify quadrilaterals, such as parallelograms, rectangles, rhombuses, squares, trapeziums, and kites
How to find the surface areas and volumes of three-dimensional figures, such as cubes, cuboids, cylinders, cones, spheres, and hemispheres
How to perform simple geometric constructions using a ruler and compass
How to collect, organize, and present data in different forms, such as tables, bar graphs, histograms, and pie charts
How to calculate the measures of central tendency, such as mean, median, and mode, for a given data set
How to understand the concept of probability as a measure of uncertainty and find the probability of simple events

12h 50m

Darwiz AI

Number Systems

Polynomials

Coordinate Geometry

What is the Cartesian system of coordinates?
00:07:12

Milestone 1

Exercise 3.1
00:00:00

How to identify the coordinates of a point on the cartesian plane?
00:04:20

Milestone 2

Exercise 3.2
00:00:00

How to plot points on a cartesian plane?
00:04:12

Milestone 3

Exercise 3.3
00:00:00

Solved Examples
00:00:00

Assignment
00:00:00

Linear Equations in Two Variables

What are linear equations in 2 variables?
00:07:10

Milestone 1

Exercise 4.1
00:00:00

Exercise 4.2
00:00:00

Equations of Lines parallel to the x-axis and y-axis
00:04:22

Milestone 2

Exercise 4.4
00:00:00

Graph of a Linear Equation in 2 variables
00:03:18

Milestone 3

Exercise 4.3
00:00:00

Solved Examples
00:00:00

Assignment
00:00:00

Introduction to Euclid’s Geometry

Lines and Angles

Triangles

Quadrilaterals

Areas of Parallelograms and Triangles

Finding the areas of parallelograms and triangles
00:08:19

Milestone 1

Figures on the Same Base and Between the Same Parallels
00:10:37

Milestone 2

Exercise 9.1
00:00:00

Parallelograms that stand on the same base and lie between the same parallels are equal in area
00:07:25

Milestone 3

Exercise 9.2
00:00:00

Triangles that share the same base and lie between the same parallel lines have equal area
00:05:04

Milestone 4

Exercise 9.3
00:00:00

Two triangles having the same base (or equal bases) and equal areas lie between the same parallels
00:05:25

Milestone 5

Exercise 9.4
00:00:00

Solved Examples
00:00:00

Assignment
00:00:00

Circles

Constructions

Heron’s Formula

Surface Areas and Volumes

Statistics

Probability

Sample Papers

Enrollment validity: 365 days

Duration

12 hours 50 minutes
Last Updated

February 10, 2024
Certificate

Certificate of completion

A course by

Edsplore

Videos: For each topic we teach, our storytellers and animators have weaved an exciting tale of someone who must put theory into practice to get themselves out of a sticky situation. Perhaps they’re building a space station, trapped in a dungeon, or tracking down a cyber criminal. Whatever the protagonist is faced with, you’ll learn alongside them and end each story smarter than when you started.
Darwiz AI: With instant guidance, tailored learning experiences, and the ability to help with homework, essays, coding, assignments, and more, Darwiz is all you need to change the way you learn, no matter which subject! You can use Darwiz to solve your doubts instantly!
Quizzes: When you feel confident about your understanding of a particular math topic, you can test your skills by completing a quiz. If you do well, awesome! If you need a little extra help, you can review the videos or ask for assistance in the Q&A section.
Workbooks: Looking for additional practice to reinforce your understanding of the material? Once you've completed a section, you can review everything you've learned by completing the exercises and examples in the corresponding chapter workbook. These resources provide plenty of extra practice problems, making them an excellent way to solidify your knowledge of the concepts you've just learned.

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Select Your Favourite Category And Start Learning.

Math

Math in Action

What will I learn?

Darwiz - AI Assistant

About Course

What I will learn?

Course content

Preview

Darwiz AI

Meet Darwiz – your personal AI tutor!00:00:00

Number Systems

Whole Numbers, Integers, and the Number Line00:05:39

Milestone 1

What are Rational Numbers?00:06:57

Milestone 2

Converting Fractions to Decimal Numbers | Successive Magnification of decimals00:05:31

Milestone 3

Exercise 1.100:00:00

Exercise 1.400:00:00

How to convert Terminating decimals into Fractions?00:03:05

Milestone 4

How to convert Recurring decimals into Fractions?00:04:56

Milestone 5

What are Irrational Numbers?00:05:00

Milestone 6

Exercise 1.300:00:00

How to plot Irrational Numbers on a number line?00:04:22

Milestone 7

Exercise 1.200:00:00

Laws of exponents: Product rule | Quotient rule00:05:32

Milestone 8

Laws of exponents: Power of power rule00:02:48

Milestone 9

Laws of exponents: Power of product rule00:04:02

Milestone 10

Laws of exponents: Fractional exponent rule00:06:05

Milestone 11

Exercise 1.600:00:00

What are Real Numbers?00:09:17

Milestone 12

How to Rationalise the Denominator of a Real Number?00:00:00

Milestone 13

Plotting Irrational Numbers using the Semi Circle Method00:06:28

Milestone 14

Exercise 1.500:00:00

Solved Examples00:00:00

Assignment00:00:00

Polynomials

What Are Polynomials?00:08:53

Milestone 1

Polynomial Equations and their Graphs00:05:09

Milestone 2

Exercise 2.100:00:00

What is the Zero of a Polynomial?00:06:51

Milestone 3

Exercise 2.200:00:00

How can we add, subtract and multiply two polynomials?00:03:30

Milestone 4

Polynomial Long Division00:09:07

Milestone 5

Remainder theorem and Factor theorem00:08:18

Milestone 6

Exercise 2.300:00:00

Quadratic Factorisation00:10:38

Milestone 7

How to find the roots of a cubic polynomial?00:06:46

Milestone 8

Exercise 2.400:00:00

Difference of squares identity | a² – b² = (a + b)(a – b)00:04:7

Milestone 9

Perfect squares identity | (a + b)² = a² + b² + 2ab00:03:58

Milestone 10

Product of binomials identity | (x + a) (x + b) = x² + (a + b)x + ab00:04:4

Milestone 11

Square of trinomials (a + b + c)² = a² + b² + c² + 2ab + 2bc + 2ac00:05:06

Milestone 12

Cube of binomials identity | (a+b)³ = a³ + b³ + 3a²b + 3ab²00:06:06

Milestone 13

Select Your Favourite
Category And Start Learning.

Meet Darwiz – your personal AI tutor!
00:00:00

Whole Numbers, Integers, and the Number Line
00:05:39

What are Rational Numbers?
00:06:57

Converting Fractions to Decimal Numbers | Successive Magnification of decimals
00:05:31

Exercise 1.1
00:00:00

Exercise 1.4
00:00:00

How to convert Terminating decimals into Fractions?
00:03:05

How to convert Recurring decimals into Fractions?
00:04:56

What are Irrational Numbers?
00:05:00

Exercise 1.3
00:00:00

How to plot Irrational Numbers on a number line?
00:04:22

Exercise 1.2
00:00:00

Laws of exponents: Product rule | Quotient rule
00:05:32

Laws of exponents: Power of power rule
00:02:48

Laws of exponents: Power of product rule
00:04:02

Laws of exponents: Fractional exponent rule
00:06:05

Exercise 1.6
00:00:00

What are Real Numbers?
00:09:17

How to Rationalise the Denominator of a Real Number?
00:00:00

Plotting Irrational Numbers using the Semi Circle Method
00:06:28

Exercise 1.5
00:00:00

Solved Examples
00:00:00

Assignment
00:00:00

What Are Polynomials?
00:08:53

Polynomial Equations and their Graphs
00:05:09

Exercise 2.1
00:00:00

What is the Zero of a Polynomial?
00:06:51

Exercise 2.2
00:00:00

How can we add, subtract and multiply two polynomials?
00:03:30

Polynomial Long Division
00:09:07

Remainder theorem and Factor theorem
00:08:18

Exercise 2.3
00:00:00

Quadratic Factorisation
00:10:38

How to find the roots of a cubic polynomial?
00:06:46

Exercise 2.4
00:00:00

Difference of squares identity | a² – b² = (a + b)(a – b)
00:04:7

Perfect squares identity | (a + b)² = a² + b² + 2ab
00:03:58

Product of binomials identity | (x + a) (x + b) = x² + (a + b)x + ab
00:04:4

Square of trinomials (a + b + c)² = a² + b² + c² + 2ab + 2bc + 2ac
00:05:06

Cube of binomials identity | (a+b)³ = a³ + b³ + 3a²b + 3ab²
00:06:06

Sum of Cubes identity | a³ + b³ = (a + b) (a² – ab + b²)
00:06:00

Difference of Cubes identity | a³ – b³ = (a – b) (a² + ab + b²)
00:04:57

Sum of 3 cubes identity | x³ + y³ + z³ – 3xyz = (x + y + z) (x² + y² + z² – xy – yz – xz)
00:05:35

Exercise 2.5
00:00:00

Solved Examples
00:00:00

Assignment
00:00:00

What is the Cartesian system of coordinates?
00:07:12

Exercise 3.1
00:00:00

How to identify the coordinates of a point on the cartesian plane?
00:04:20

Exercise 3.2
00:00:00

How to plot points on a cartesian plane?
00:04:12

Exercise 3.3
00:00:00

Solved Examples
00:00:00

Assignment
00:00:00

What are linear equations in 2 variables?
00:07:10

Exercise 4.1
00:00:00

Exercise 4.2
00:00:00

Equations of Lines parallel to the x-axis and y-axis
00:04:22

Exercise 4.4
00:00:00

Graph of a Linear Equation in 2 variables
00:03:18

Exercise 4.3
00:00:00

Solved Examples
00:00:00

Assignment
00:00:00

Introduction
00:00:00

Euclid’s Definitions
00:00:00

What are axioms and postulates?
00:00:00

Euclid’s Postulates (1 – 4)
00:00:00

Two distinct lines cannot have more than one point in common
00:00:00

Exercise 5.1
00:00:00

Euclid’s 5th Postulate
00:00:00

Exercise 5.2
00:00:00

Solved Examples
00:00:00

What role do lines and angles play in our daily lives?
00:04:49

Points, Lines, Angles and a little bit of snooker!
00:07:51

Linear pair postulate and vertically opposite angles
00:06:15

Exercise 6.1
00:00:00

What happens when a transversal intersects 2 parallel lines? The story of Eratosthenes
00:07:25

Alternate interior angles theorem
00:04:08

Alternate exterior angles theorem
00:05:14