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implicit differentiation, how to differantiate sin(y) and sin(y²) ?
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I know d/dx sin(y) = cos(y) dy/dx
\[d/dx(\sin y ^{2})=\cos (y ^{2})*d/dx(y ^{2})=2ycos(y ^{2})\]
chain rule?
yup
ok, thanks
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fist u have to diferrentiate the sin function without altering the y^2 and theen differentiate y^2
also there is one more thing i forgot to add to the answer it also include dy/dx
yeah, right. thanks man
your welcome glad to help :D
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