CBSE Class 12-science - Differentiation: Implicit Functions Videos
Differentiation of Implicit Functions: Exam Prep Strategies
This video shows problem-solving approach on the differentiation of Implicit functions.
- integration
- change of base formula
- Let f(x) = x-[x], x€R, then f'(1/2) is
- Find dy/dx where 𝑥2 +4𝑥𝑦+4𝑦=1
- If y = etan x , prove that (cos2 x)d2y/dx2 – ( 1 + sin 2x).dy/dx = 0 Explain in great detail
- If y = acos(logx) + bsin(log x), prove that x2y2 + xy1 + y = 0 Explain in great detail
- If y = (cosec x + cot x ), prove that (sinx)d2y/dx2 – y2 = 0 Explain in great detail
- If y = (tan-1 x)2, prove that ( 1 + x2)2y2 + 2x( 1 + x2)y1 = 2 Explain in great detail
- If y = tan-1 { (1 + x)1/2 – (1-x)1/2/ (1+ x)1/2 + (1- x)1/2 Prove that dy/dx = 1 / 2(1 – x2)1/2
- diferentiate wrt x If y = sin { 2 tan-1 ( 1 – x / 1 + x)1/2} show that dy / dx = -x / (1- x2)1/2
