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Chaitanya C.

asked • 06/01/20

Fundamental theorem of Calculus

Given that D(t) is a continuous and diffrentiable function .

Also D(0) = 0 , D(5) = 120 and D(20) = 200 , simplify the integral using fundamental theorem ,


∫ D'(t/4)dt inthe interval 0<t <20 ?

2 Answers By Expert Tutors

By:

Tom S.

tutor
Hello Chaitanya, If you do some work on the problem, you can submit it with a further question or to have your answer checked.
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06/01/20

Chaitanya C.

sir shouldnt it be D(20/4 ) - D(0) that is D(5) - D(0) This was a question in May 12th AP Calculus
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06/01/20

Tom S.

tutor
Please read the rules of the site. We do not just give out test answers to students. As for your answer, it is not quite right. Try doing a u-substitution rewriting the integral in terms of u instead of t. Make u = t/4 and figure out du.
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06/01/20

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