Question
Use implicit differentiation to find $d y / d x$ in Exercises $19-32$$$(3 x y+7)^{2}=6 y$$
Step 1
The chain rule states that the derivative of a composite function is the derivative of the outer function times the derivative of the inner function. In this case, our outer function is $u^2$ and our inner function is $3xy+7$. So we Show more…
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Use implicit differentiation to find $d y / d x$ in Exercises $19-32$ $$ x^{2} y+x y^{2}=6 $$
Differentiation
Input Differentiation
Use implicit differentiation to find $d y / d x$. $(3 x y+7)^{2}=6 y$
Derivatives
Implicit Differentiation
Use implicit differentiation to find $d y / d x$. $$(3 x y+7)^{2}=6 y$$
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