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Derivative of the Tangent Function

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If f(x)=tan⁡(x)f(x) = \tan(x), what is the value of f′(0)f'(0)?

A

tan⁡(0)\tan(0)

B

11

C

00

D

One is correct since the derivative of tan⁡(x)\tan(x) is sec⁡2(x)\sec^2(x), and at x=0x=0, sec⁡(0)=1\sec(0)=1 making f′(0)=1f'(0)=1.

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