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Derivative of $$$y^{2}$$$
Related calculators: Logarithmic Differentiation Calculator, Implicit Differentiation Calculator with Steps
Your Input
Find $$$\frac{d}{dy} \left(y^{2}\right)$$$.
Solution
Apply the power rule $$$\frac{d}{dy} \left(y^{n}\right) = n y^{n - 1}$$$ with $$$n = 2$$$:
$${\color{red}\left(\frac{d}{dy} \left(y^{2}\right)\right)} = {\color{red}\left(2 y\right)}$$Thus, $$$\frac{d}{dy} \left(y^{2}\right) = 2 y$$$.
Answer
$$$\frac{d}{dy} \left(y^{2}\right) = 2 y$$$A
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