Evaluate the given function (e2x – 1)dx = (e2x + 3)(ev – y°)dy is equal to.. 3y°+1 A.- e +1 x+3ev - In(3 + e2x)3 + 2C 3ye+1 B.- e + 1 = x + 3e – In(3 + e2*)2 + 3C 3y°+1 e +1 D. None of the Above C.- = x - 3y° – In(3 + e2*)2 + 3C

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Evaluate the following function (Differential Equations)

Evaluate the given function (e2x – 1)dx = (e2x + 3)(ev – y°)dy is equal to.
-
3y°+1
А.
= x + 3ey – ln(3 + e2x)3 + 20
e + 1
3ye+1
B.
= x + 3e – ln(3 + e2*)2 + 3C
e +1
3y°+1
C.-
= x - 3y° – In(3 + e2*)² + 3C
e +1
D.None of the Above
Transcribed Image Text:Evaluate the given function (e2x – 1)dx = (e2x + 3)(ev – y°)dy is equal to. - 3y°+1 А. = x + 3ey – ln(3 + e2x)3 + 20 e + 1 3ye+1 B. = x + 3e – ln(3 + e2*)2 + 3C e +1 3y°+1 C.- = x - 3y° – In(3 + e2*)² + 3C e +1 D.None of the Above
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