AY Mathematics
🙏🤗 Welcome to AY MATHEMATICS - your go-to hub for mastering mathematics and acing JEE Main & Advanced, and a range of other competitive exams, along with your Boards Exams Preparation for various School Boards!
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✅️ Clear & Concise Concept Breakdowns: From calculus and algebra to coordinate geometry and trigonometry, we simplify complex topics for easy understanding.
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✅️ Videos are crafted for clarity, focus, and speed-ideal for exam aspirants on the fast track
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Binomial Theorem Lecture 12 | Class 11 | JEE Mains | JEE Advanced | Rational Terms in Binomial Trick
Binomial Theorem Lecture 11 | Class 11 | JEE Mains | JEE Advanced | Rational Terms in Binomial
Binomial Theorem Lecture 10 | Class 11 | JEE Mains | JEE Advanced | Middle Term in Binomial Theorem
Binomial Theorem Lecture 9 | Class 11 | JEE Mains | IIT JEE Advanced | Find pth Term from End
Binomial Theorem Lecture 8 | Class 11 | JEE Mains | IIT JEE Advanced | Find Term Independent of x
A Nice Math Geometry Problem | Find The Radius of Circle | Step-by-Step Solution Explained
Solve Math Olympiad Geometry Problem | Find The Radius of Circumcircle | Step-by-Step Solution
y = y(x) be the Solution of the Differential Equation dy/dx + 12y = cos(pix/12) | JEE Advanced Math
Solution of Differential Equation (x^2 + xy + 4x + 2y + 4)dy/dx - y^2 = 0 | JEE Advanced Math
Beta Function JEE Main & Advanced | Beta Gamma Function Relation | Complete Calculus Tutorial Part 3
Solve Math Olympiad Geometry Problem | Find the Ratio of x and y | Step-by-Step Solution Explained
y = f(x) Satisfies the Differential Equation 8√x(√9 + √x)dy = √(4 + √9 + √x)dx | JEE Advanced Math
f: [1 infinity) to R be Differentiable Function such that f(1) = 1/3 | Find f(e) | JEE Advanced Math
f(x) be a Continuously Differentiable Function on (0 infinity) such that f(1) = 2, JEE Advanced Math
f: [1 infinity) to [2 infinity) be Differentiable Function such that f(1) = 2 | JEE Advanced Math
If y = f(x) Satisfies the Differential Equation dy/dx = (5y + 2)(5y - 2) | JEE Advanced Math
If y(x) be the Solution of the Differential Equation xdy - (y^2 - 4y)dx y(1) = 2 | JEE Advanced Math
Asked in USA's 8th Grade Exam | Find the Area of Triangle | Step-by-Step Explanation
Beta Function JEE Main and Advanced | Gamma Function Relation | Complete Calculus Tutorial Part 2
Beta Function JEE Main and Advanced | Gamma Function Relation | Complete Calculus Tutorial
Math Olympiad Geometry Problem | Find the Area of Triangle | Step-by-Step Explanation | Ajay Sir
Gamma Function JEE Advanced | Important Concept and Basic Solved Examples | Maths by Ajay Sir
Gamma Function vs Walli's Theorem JEE Advanced | Concept & Basic Solved Examples | Maths by Ajay Sir
Let y1(x) y2(x) y3(x) be the Function Satisfying dy1/dx - sin^2x y1 y1(1) = 5 | JEE Advanced Math
Let y(x) be the Solution of the Differential Equation x^2 dy/dx + xy = x^2 + y^2 | JEE Advanced Math
Let y(x) be the Solution of the Differential Equation (x^2-5)dy/dx | IIT JEE Advanced Math
Factorial of Fractions | What is the Value of Factorial 1/2 | Quick and Easy Explanation
Gamma Function JEE Advanced | Concept and Basic Example | Maths by Ajay Sir
Oxford Entrance Exam Question Math | Oxford Admission Test Irregular Hexagon | Geometry Mathematics
P be the foot of Perpendicular from Q(10 -3 -1) on (x-3)/7 = (y-2)/1 = (z+1)/2 | Vectors 3D Geometry