B.Sc 2nd Semester Differential calculus | Successive Differentiation | nth Derivative Y=tan^-1(x) скачать в хорошем качестве

B.Sc 2nd Semester Differential calculus | Successive Differentiation | nth Derivative Y=tan^-1(x)

B. Sc 2nd Semester Differential calculus By Leibnitz theorem Questions 1)If y= tan^-1(x) Then prove that (x^2 +1)Yn+1 +2nxYn +n(n-1) Yn-1 =0 2) If Y = X^(n-1) log(x) Prove that Yn =(n-1)!/x 3) If Y^1/m +Y^-1/m = 2x Prove that (x^2 -1)Yn+2 + (2n+1)xYn+1 +(n^2 - m^2)Yn =0 B.Sc 2nd Semester Differential calculus | Successive differentiation | nth Derivatives 5/(x+2)(x+3) 2) Y = x^2/(x-1)^2 (x-2) find Yn 3) Y=xlog{(x-1)/(x+1)} This video lecture of Successive Differentiation | nth Derivative | Differential Calculus | Problems & Concepts by Juhi Gupta will help B.Sc Mathematics Engineering and Basic Science students to understand following topic of Mathematics: 1. What is Successive Differentiation & How to Find nth Derivative ? 2. How to Solve Examples Based on the nth order derivative by Successive Differentiation ? 3. Successive Differentiation is part of Differential Calculus 4. Concepts and example based on nth derivative . 5. nth Order Derivative by Successive Differentiation