Question

give atleast 10 most toughest question of differentiation ?​​

Answer 1

Answer:

$1)if(x {}^{2} + y {}^{2} ) {}^{2} = xy \: find \: dy \div dx$

$2)if \: x {}^{m} y {}^{n} = (x + y) {}^{m + n} prove \: dy \div dx = x \div y$

$3)find \: dy \div dxy = sin(1 + x2 \div 1 - x2)$

$4)differentite \: wrt \: x \: sin5xcos3x$

$5)differentiate \: wrt \: x \: (xsinx)1 \div 2$

$6)if \: y = log(x + (1 + x2)1 \div 2 \\ pt \\ dy \div dx = 1 \div log(x + ( + x2)1 \div 1 \div 2).1 \div (1 + x2)1 \div 2$

7) differentiate logx wrt cotx

FOLLOW. ME

Answer 2

Explanation:

hope it helps

mark as brainliest