4. √e³x - e²x dx = 3 A. ² (ex - 1)² + C < B 3 B. (e³x - e²x) + C 2|32|3 C. 2/3 3ex - 1 √2 3 D. ²/7 ex (ex − 1)² + C E. F. 3 — 1 ¹e3x - ¹²x + C е e2x 2 None of these

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.3: Quadratic Equations
Problem 51E
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4. S √e³x - e²x dx =
3x
3
2
A. (ex - 1)2 + C
3
3
2
B. ² (e³x - e²x)₂ + C
3
C.
3ex
- 1
√2
2
D. ²/7 e* (ex − 1)² + C
3
E.
F.
3
1
1
3x
2x
¹e³x - ¹e²x + C
е
е
2
None of these
Transcribed Image Text:4. S √e³x - e²x dx = 3x 3 2 A. (ex - 1)2 + C 3 3 2 B. ² (e³x - e²x)₂ + C 3 C. 3ex - 1 √2 2 D. ²/7 e* (ex − 1)² + C 3 E. F. 3 1 1 3x 2x ¹e³x - ¹e²x + C е е 2 None of these
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