
Mathematics Simplified
Maths is often dreaded as a subject by most of the students. Here is an attempt to simplify various topics in Mathematics and help reduce Maths Phobia.
Episodes
Introduction to Trigonometric Ratios | Episode 10
Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled triangle, how to remember them easily, and where the
Introduction to Trigonometric Ratios | Episode 9
Confused about which trigonometric functions are positive in different quadrants? In this episode of Mathematics Simplified, we break down the sign convention of trigonometric functions in all four quadrants in the simplest way possible. Learn the logic behind the signs, understand the coordinate plane connection, and remember it forever with the powerful ASTC rule (All Students Take Coffee).By th
Introduction to Trigonometric Ratios | Episode 8
Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled triangle, how to remember them easily, and where the
Introduction to Trigonometric Ratios | Trigonometric Functions vs Ratios | Episode 7
In this episode of Mathematics Simplified by Anjali Sharma, we dive into a common point of confusion in trigonometry : the difference between trigonometric ratios and trigonometric functions.We often hear these terms used interchangeably, but they actually represent two different concepts. In this episode, we will:✔️ Understand what trigonometric functions really are✔️ Explore how they differ from
Introduction to Trigonometric Ratios | Learn Trigonometry | Episode 6
Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled triangle, how to remember them easily, and where the
Introduction to Trigonometric Ratios | Learn Trigonometry | Episode 5
Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled triangle, how to remember them easily, and where the
Introduction to Trigonometric Ratios | Learn Trigonometry | Episode 4
Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled triangle, how to remember them easily, and where the
Introduction to Trigonometric Ratios | Learn Trigonometry | Episode 3
Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled triangle, how to remember them easily, and where the
Introduction to Trigonometric Ratios | Learn Trigonometry | Episode 2
Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled triangle, how to remember them easily, and where the
Introduction to Trigonometric Ratios | Learn Trigonometry | Episode 1
Welcome to another episode of Mathematics Simplified with Anjali Sharma! In this beginner-friendly lesson, we dive into the basics of trigonometry by exploring the six essential trigonometric ratios — sine (sin), cosine (cos), tangent (tan), cosecant (cosec), secant (sec), and cotangent (cot). Learn how these ratios are defined in a right-angled triangle, how to remember them easily, and where the
NUMBER SYSTEMS IX - Complex Numbers | Mathematics Simplified
In this episode of Mathematics Simplified, we dive into the world of complex numbers! Join us as we break down what complex numbers are, why they’re important, and how they’re used in mathematics and beyond. We’ll explain the basic form of a complex number and walk through simple operations like addition and multiplication.
Plus, we’ll cover key concepts like the conjugate and modulus of a comple
NUMBER SYSTEMS - VIII - Mathematics Simplified | Real Numbers
In this episode of Mathematics Simplified, we dive into the world of Real Numbers—a fundamental concept that encompasses both rational and irrational numbers. From understanding the properties of real numbers to learning how they form the backbone of algebra and calculus, we’ll simplify everything you need to know. Whether you're preparing for exams or just brushing up on math, this episode will g
NUMBER SYSTEMS - VII - Mathematics Simplified
In this episode of Mathematics Simplified, we dive into the world of irrational numbers! Discover what makes these numbers unique, how they fit into the broader number system, and where they show up in real life—from the famous Pi (π) to the square root of 2 (√2). Tune in to explore the fascinating world of infinite, non-repeating decimals and why they matter in math and beyond!
NUMBER SYSTEMS - VI - Mathematics Simplified
Number systems are a crucial foundation in Mathematics, and understanding basic number systems is essential for all students.
In our latest episode, we dive into rational numbers, exploring their role and importance in mathematical learning. Discover how rational numbers fit into the broader number system and why they're vital for your academic progress. Tune in to enhance your understanding
NUMBER SYSTEMS - V - Mathematics Simplified
Number systems are an integral part of learning Mathematics and the knowledge of basic number systems is mandatory for all the students. Knowing about Integers is a very important step towards the higher learning of Mathematics and Science.
#mathematicssimplified #mathisfun #experientiallearning #learningbydoing #numbersystems
NUMBER SYSTEMS -IV
Number systems are an integral part of learning Mathematics and the knowledge of basic number systems is mandatory for all the higher learning.
So let's keep on learning and understanding the basic ideas
#mathematicssimplified
#learningisfun
#experientiallearning
#learningbydoing
NUMBER SYSTEMS -III
Number systems are integral part of learning Mathematics.
There are many important number systems from where one number can be converted to another format using some important steps.
Here's a simple process of this learning via an example.
#mathematicssimplified
#mathisfun
#experientiallearning
#learningbydoing
#numbersystems
NUMBER SYSTEMS -II
Learning Mathematics becomes fun when we have clarity about the basic concepts. Number systems in Mathematics are important tools for the higher learning.
Conversion of one number system to another is an important concept.
#Mathematicssimplified
#mathisfun
#learningbydoing
#experientiallearning
#numbersystems
NUMBER SYSTEMS
Mathematics takes help from various types of Number systems. There has been an evolution in the mathematical world beginning from the number systems.
Here's a small segment trying to help young learners about the Decimal numbers
#mathematicssimplified
#mathisfun
#learningbydoing
#experientiallearning
IDENTITIES AND EQUATIONS
Mathematical Identities have a great usage in solving questions and problems but students often find it difficult to differentiate between an identity and an equation.
Here's an effort to get a simple segregation tool for this.
Let's make the most of this important identification and simplify this for the students
#mathematicssimplified
#mathisfun
#learningbydoing
#experientiallearning
ALGEBRAIC IDENTITIES
Learning Mathematics can be fun if we understand and learn Algebraic Identities. These Identities have a variety of usage in the mathematical world . Here's a good beginning. Let's keep our journey full of fun and activities
#mathisfun
#mathematicssimplified
#learningbydoing
#experientiallearning
ALGEBRAIC EXPRESSIONS - PRODUCT OF POLYNOMIALS
Understanding algebra and its nuances is something every mathematics student wishes for . Let's work on getting there with the wonderful world of Algebra opening up. Keep learning by doing because that's the perfect way of understanding the concepts and applying them in real life situations.
#mathisfun
#learningbydoing
#experientiallearning
#mathematicssimplified
ZEROS OF A POLYNOMIAL
Algebraic expressions involve polynomials for which students struggle to find out the zeros. Here are some tips to find the zeros of polynomials in different types.
#mathematicssimplified
#mathisfun
#learningbydoing
#experientiallearning
HOW TO PREPARE FOR A MATHEMATICS EXAM
Taking an exam is always a cause of concern and anxiety for students all around the world, more so when the exam is Mathematics.
Preparation for the exam always involves regular hardwork and consistent efforts
Here are a few simple tips to prepare well for a Mathematics exam.
#mathematicssimplified
#mathisfun
#learningbydoing
#experientiallearning
DEGREE OF A POLYNOMIAL
Algebraic expressions involve polynomials. Degree of polynomial is an important thing to be understood so that we can build up the theory further.
#mathematicssimplified
#mathisfun
#learningbydoing
#experientiallearningofmathematics
ALGEBRAIC EXPRESSIONS - LIKE AND UNLIKE TERMS
Understanding Algebraic expressions is a great way of learning mathematics. In this episode we have discussed about the Like and Unlike terms in an Algebraic Expression.
Keep learning one step at a time and you will be doing great.
#mathematicssimplified
#mathisfun
#learningbydoing
#experientiallearning
ALGEBRAIC EXPRESSIONS
Algebra is a broad topic that sometimes baffles students. Here is an attempt to make things simple and easy to understand.
Learning about Algebraic expressions is the first step towards understanding basic Algebra
#mathematicssimplified
#mathisfun
#learningbydoing
ALGEBRA -II
Algebra is one of the basic tools in Mathematics to help students , but, it is often dreaded by students. To make things easier for the learning community, here is the latest episode simplifying the basic principles of algebra
#mathematicssimplified
#mathisfun
#learningbydoing
#learningalgebra
INTRODUCTION TO ALGEBRA
Algebra is one of the most important and integral part of the study of mathematics. As it involves many variables and operations, it's mostly dreaded by students. Here is a small introduction to the world of Algebra. Hopefully it will be helpful for the young learners.
#mathematicssimplified
#mathisfun
#fightmathphobia
#learningbydoing
MATH PHOBIA - HOW TO OVERCOME IT
Math phobia or mathematical anxiety is a big problem faced by many students around the world. What is this, what are the causes and symptoms of Math phobia and how simple techniques can be used to overcome it is discussed here
#mathematicssimplified
#mathisfun
#overcomemathphobia
#learningbydoing
SPECIAL EXAMPLE - PERMUTATIONS & COMBINATIONS
Correct use of permutations and combinations is always tricky for students. Here is a special example to understand the usage of the two in a proper way. Hopefully it will be helpful for the students
#mathisfun#permutations& combinations #mathphobia#specialexample
SOME MORE EXAMPLES - USE OF COMBINATIONS
Combinations are used as a great tool for finding the number of ways to choose or select a few elements out of a bigger number of elements given.
Let's use some more simple examples for understanding this concept better.
#mathisfun #mathematicssimplified #simplemaths
EXAMPLES -USAGE OF COMBINATIONS
Using combinations to find out the number of ways to get a team selection is very important. Whenever there are restrictions or not, how to make correct use of combinations is being explained here.
#maths
# mathsisfun
#mathematics #mathstricks #mathstips
# learnmath
USES OF COMBINATIONS
Combinations can be used to find out the number of ways in which a certain thing can be done when the number of arrangements do not matter. By taking a few simple examples, let's try to understand the correct usage of the Fundamental Principle of counting and Combinations
#mathematicssimplified #Maths #mathematics #mathseasy #easymaths #simplemaths
PERMUTATIONS -II - Mathematics Simplified
Understanding the concept of Permutations using examples is the best way to get the idea in a concrete method. Let's keep learning and understanding the process by doing this work on a regular basis.
#maths #simplemaths#permutations
PERMUTATIONS
A very important and interesting topic in Mathematics is Permutations using which we can find the number of ways of doing a certain thing where numbers are being used, words are being made, signals or signs are made. We use the very important factorial notation here. Let's keep learning.
THE FACTORIAL NOTATION
Another one where we learn to find the number of ways to doing a certain thing. This notation helps in making calculation easier. Let's see how it goes a long way in making the calculation shorter.
FUNDAMENTAL PRINCIPLE OF COUNTING - 2
Let's try to understand the Fundamental Principle of Counting using some simple examples. This will help us understand the working rules in a better way
FUNDAMENTAL PRINCIPLE OF COUNTING
Fundamental Principle of Counting is a basic tool to find out the number of ways of doing something that involves choices. We have the principle in the product and addition formats. We can learn the two forms by taking examples and practicing.
MATHEMATICS EVERYWHERE
In today's world, Mathematics plays an integral part in everyone's life. We should be friends with mathematics and not be afraid to learn. Let's go on this quest for learning and let's hope it's a fun- filled journey of learning for all.
MORE ABOUT PROBABILITY
Learning about probability is an ongoing process which we all will keep up. Let's understand more about the algebra of probability.
ALGEBRA OF PROBABILITY
Continuing on our journey to learn more about Probability, let's know the different types of simple rules that we apply to find out suitable probability.
Pi Day 2022
Pi Day is celebrated across the world on March 14. Pi Day celebrates the mathematical constant π (3.14). It is celebrated in countries that follow the month/day (m/dd) date format, because the digits in the date, March 14 or 3/14, are the first three digits of π (3.14). Pi Day was founded by Physicist Larry Shaw in 1988. We all can celebrate the special day with something special to be done Mathem
PROBABILITY- Events
Probability theory is an important part of Mathematical study. In this session we are going to learn something about the terms Event, special events like Sure event, Impossible event, Simple and Compound events.
PROBABILITY IN THE NEW YEAR
Using the new year day as an example to learn more about probability, let's explore the idea and keep learning
NATIONAL MATHEMATICS DAY
In India, National Mathematics Day is celebrated every year on the 22 December, to mark the Birth Anniversary of the great mathematician Srinivasa Ramanujan.His contribution to the field of mathematics us unmatched.
PROBABILITY-3
Let's learn more about the probability theory in a fun way. Keep it relevant to the real life situations so that learning is also a fun filled activity
PROBABILITY -2
Let's learn more about probability. There are some basic terms that we should know in order to find out the probability of an event.
INTRODUCTION TO PROBABILITY
Probability theory is an important and integral part of study of Mathematics. It is necessary for the learners to understand the basic terminology before commencing with the rigorous exercises
The Exam Plan
Getting a few tips to achieve success in the exam is what every student strives for. Here are some simple yet effective tips to ace the examination time
GEOMETRIC PROGRESSIONS
Geometric Progression is a special type of sequence which is important in the study of sequence and series.
MATHEMATICAL MODELLING-3
The real life use of Mathematical Modelling is seen in our lives.In present time,data analysis and Mathematical Modelling are helping scientists and researchers to get correct cures for Corona
MATHEMATICAL MODELLING - 2
Continuing with the concept of Mathematical Modelling, let's hope that this will make you understand what steps are involved in making a Mathematical model
Mathematical Modelling - 1
Mathematical Modelling is a process to convert real life problems to mathematical ones and find solutions mathematically.
EQUIVALENCE RELATIONS
Mathematical relations are simple to understand if we use examples to make them relatable. Let's hope that this endeavour helps listeners in understanding Equivalence Relations
Paradoxes and Fallacies
Mathematical fallacies and paradoxes are an integral yet intriguing part of the Mathematical studies. Let's learn more about them
Arithmetic Progressions
Arithmetic Progressions or AP are special sequences which are characterised by the special formulae for the general term. We can identify whether a given sequence is an AP or not by using the formulae.
INTRODUCTION TO SEQUENCES
Sequences are an integral and interesting part of the mathematical world. While some follow specific mathematical rules, others may be just an array of elements. Let's hope that this introduction will help you to get an insight into the Sequence world.
Relations
Mathematical relations are an important part of the Set Theory. Also known as the Subsets of the Cartesian product of sets, we have a variety of Relations which are defined on different sets.
Cartesian Product of Sets
Given two sets, we can form the Cartesian product as the set of all the ordered pairs. As the name Cartesian Plane is familiar, we will be able to understand the concept.
Operations on Sets
Operations on sets, like union, Intersections are important to understand sets theory.
Subsets
Study of Subsets is an integral part of the Set Theory. Let's hope we can understand the concept in a better way.
Types of Sets
There are different ways of writing the set. This is a small piece describing them and the various types of Sets.
Sets Introduction
Set theory is an important and integral part of Mathematics. This episode gives you a basic idea of the definition of Sets.
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