wanna find the dy/dx of y = cosec^2(x^2).
#integration
hybrid talon
little coyoteBOT
wanna find the dy/dx of y = cosec^2(x^2).
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solemn radish
wanna find the dy/dx of y = cosec^2(x^2).
$y= [cosec(x^{2})]^{2}$ then $y'= 2cosec(x^{2})$×$-cosec(x^{2}).cot(x^{2}).2x$
charred bearBOT
rev
solemn radish
put the $cosec^{2}(x^{2})$ as $[cosec(x^{2})]^{2}$
charred bearBOT
rev
solemn radish
then use chain rule
along with if y= cosec(x) then $y'= -cosec(x).cot(x).\frac{d}{dx}x$
charred bearBOT
rev
