Pt let f x r x 2 ln t dt a evaluate f 10 b evaluate f

This preview shows page 2 - 4 out of 5 pages.

13.(1 pt) Letf(x) =Rx2ln(t)dt(a) Evaluatef0(10) =(b) Evaluate(f-1)0(0) =Answer(s) submitted:ln101/ln2(correct)Correct Answers:2.302585092994051.442695040888962
14.(1 pt) Letf(x) =4xtan(x). Findf0(x).f0(x) =(1 pt) Find the derivative ofy=pe-6t2+7
(correct)y= (e-6t2+7)1/2, so thatdydt=
15.(1 pt) Suppose thatf(x) =x2ln(14-4x2).
f0(x)=Domain =(1 pt) Evaluate the integral:Zπ/2sinθ
(correct)Use substitution and recall the derivative of tan-1(x).
16.(1 pt) Letf(x) =x3(x-7)3
(correct)
17.(1 pt) Letf(x) =tan-17x2-1 . Findf0(x).f0(x) =
18.(1 pt) Find the derivative ofy=pe-6t2+7
We writey= (e-6t2+7)1/2, so thatdydt=
19.(1 pt) Evaluate the integral:Zπ/2sinθ
Hint:Use substitution and recall the derivative of tan-1(x).

  • Left Quote Icon

    Student Picture

  • Left Quote Icon

    Student Picture

  • Left Quote Icon

    Student Picture