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Evaluate the derivative of the definite integral. Your answer will be a function of x.

d

dx

The derivative above (select all that apply)

A. does depend on the value 5 in the lower limit of integration (why?). B. represents the rate of change of the signed area of a trapezoid for x > 5. C. does not depend on the value 5 in the lower limit of integration (why?) D. represents the rate of change of the signed area of a triangle for x > 5.

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02:59

Part 1: A definite integralEvaluate the definite integral. Your answer will be a function of x_(9t + 5) dtThe definite integral above (select all that apply)A. represents the signed area under a parabola for x > B. represents the set of all antiderivatives of 9t + 5_ C. represents the signed area of a triangle for x > D: represents the signed area of a trapezoid for x > 2Part 2: The derivative of a definite integral

02:40

Evaluate the given integrals.

01:45

Evaluate the integral.(a) $\int e^{e} d x$(b) $\int x^{5} d x$(c) $\int x^{\sqrt{5}} d x$(d) $\int(\sqrt{5})^{x} d x$

01:44

please assist

02:15

Evaluate the integral.(a) $\int 5^{-2 x} d x$(b) $\int_{1}^{2} 5^{-2 x} d x$

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