Find the antiderivative Q (t) of f(t) = t√/t - t√t A. Q (t) = ²/t²¹ √t + / + C B. Q (t) = ²√t-/+ C c. Q (t) = ³√t - + C 2t √t D. Q (t) = 2 t√t-/+C E. Q (t) = ²√t- + C /

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Find the antiderivative Q (t) of f (t) = tvt –
-
A. Q (t) %3D 융?vE ++C
B. Q (t) = t Vt -+C
Vt
c. Q (t) =DD 5VE-프+C
%3D
VE
D. Q (t) = {tVi – +C
2
+ C
E. Q (t) =D 융?VE-유+C
Vt
Transcribed Image Text:Find the antiderivative Q (t) of f (t) = tvt – - A. Q (t) %3D 융?vE ++C B. Q (t) = t Vt -+C Vt c. Q (t) =DD 5VE-프+C %3D VE D. Q (t) = {tVi – +C 2 + C E. Q (t) =D 융?VE-유+C Vt
S (e In z + e3z) da =
e3z
A. 3+ 등 +C
B. * + 3e3z + C
С.
4
+ 3e3r + C
D. + +C
4
3
E. + +C
4
3
Transcribed Image Text:S (e In z + e3z) da = e3z A. 3+ 등 +C B. * + 3e3z + C С. 4 + 3e3r + C D. + +C 4 3 E. + +C 4 3
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