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Fundamental Theorem of Calculus

8. Definite Integrals / Fundamental Theorem of Calculus / Problema 2

Problema 2

Evaluate the derivative of \( \int_{1}^{x^3} \sin(t) \, dt \) with respect to x.

A

3x^2 \(\cos\)(x^3)

B

3x^2 \(\sin\)(x^3)

C

\(\sin\)(x^3)

D

x^3 \(\sin\)(x^3)