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Definite Integrals of Symmetric Functions

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Let ss be a function that satisfies s(x)=s(x)s(-x) = -s(x) for all xx. If 55[s(x)]2dx=40\displaystyle\int_{-5}^{5} [s(x)]^2\,dx = 40, then 05[s(x)]2dx=\displaystyle\int_{0}^{5} [s(x)]^2\,dx =

A

10\displaystyle 10

B

20\displaystyle 20

C

80\displaystyle 80

D

40\displaystyle 40

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