Integrals
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18. Let
F(x) = ∫0 to x^1/3 (√1+t^4) dt
Then F'(0) =
A. 0 B. 1/3 C. 2/3
D. 1 E. Does not exist.
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Solution Summary
An integral is solved.
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F(x) = integral (0, x^(1/3)) [sqrt(1 + t^2) * dt]
To find out, F'(0) = ?
F(x) = ...
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