Math and Hint

You will find math where you will be given a hint to solve the math problems of (almost) each video to yourselves, so you can have fun using your brain a little bit

Proof: Tan is -ve on 2nd quadrant | Algebra |
Proof: Tan is -ve on 2nd quadrant | Algebra |
Proof: Sin is +ve and Cos is -ve on 2nd quadrant | Algebra |
Proof: Sin is +ve and Cos is -ve on 2nd quadrant | Algebra |
Why do we interchange role of x and y? | Inverse Function |
Why do we interchange role of x and y? | Inverse Function |
Derive the standard limit form | Calculus |
Derive the standard limit form | Calculus |
Prove x^n - a^n is divisible by x - a | Mathematic Induction
Prove x^n - a^n is divisible by x - a | Mathematic Induction
Prove x^n - a^n is divisible by x - a | Synthetic Division
Prove x^n - a^n is divisible by x - a | Synthetic Division
STOP THINKING! What's the limit?
STOP THINKING! What's the limit?
Proof Using Complex Numbers: Sin²θ + Cos²θ = 1
Proof Using Complex Numbers: Sin²θ + Cos²θ = 1
Can you solve this tough differential equation?
Can you solve this tough differential equation?
Solve Limits Without Evaluation! | Origin of L'Hospital's Rule |
Solve Limits Without Evaluation! | Origin of L'Hospital's Rule |
Derivative of power tower of x | 2 Methods (Not Really)
Derivative of power tower of x | 2 Methods (Not Really)
Speedrun: Derivative of power tower of x
Speedrun: Derivative of power tower of x
When will they have the same radius? | Rate Measure
When will they have the same radius? | Rate Measure
Proof: Derivative of e^x = e^x | Expansion
Proof: Derivative of e^x = e^x | Expansion
Rate of Change in Area. Don't be Scared!
Rate of Change in Area. Don't be Scared!
Area between Normal and Circle | Calculus
Area between Normal and Circle | Calculus
Parabola: Tangent and Normal
Parabola: Tangent and Normal
2 Proofs to Show: Sum of cubes of first 'n' natural numbers = Square of sum of first 'n' nat no.
2 Proofs to Show: Sum of cubes of first 'n' natural numbers = Square of sum of first 'n' nat no.
2 Methods: Proving the sum of squares of first 'n' natural numbers
2 Methods: Proving the sum of squares of first 'n' natural numbers
Deep Proof: Sum of n natural numbers
Deep Proof: Sum of n natural numbers
Circle: Tangent and Normal
Circle: Tangent and Normal
Combination: Inclusion & Exclusion
Combination: Inclusion & Exclusion
Derivation: Eqn of Ellipse
Derivation: Eqn of Ellipse
Can you prove this series is = 2e ?
Can you prove this series is = 2e ?
3 Different Proofs: Famous Limit Identity (e^x)
3 Different Proofs: Famous Limit Identity (e^x)
3 Different Proofs for this Famous Limit Identity (lnx)
3 Different Proofs for this Famous Limit Identity (lnx)
Prove: Interesting Alternating series = π/4
Prove: Interesting Alternating series = π/4
No L'Hospital Limit: Rationalize Method
No L'Hospital Limit: Rationalize Method
How To: Transform Some Limits into L'Hospital's Cases
How To: Transform Some Limits into L'Hospital's Cases
How To: Derive Eqn of Parabola
How To: Derive Eqn of Parabola