x³dx √1+x² (A) / (1+x³)³/² + (C) &n[√x - √₁ + x² + c 31. If I = f- then I equals to - " (1+x³) ³/² +C (B) (n\√x + √1+x²³ + c Ⓒ² (1 + x³y ¹² - ²/(1+x²) ¹³² + c

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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Question
(B) 0
x³dx
31. 11 = x, then I equals to -
If f
√1+x³
(A)
²/(1+x²)
2
-x³)5/2 + (1+x³)³/2 +C
3
-
(C) _\n\√x - √1 + x² | + c
(C) 4
(B) en/√x + √1 + x² + c
(1+x²)³/²2 -(1+x¹)^² + c
Transcribed Image Text:(B) 0 x³dx 31. 11 = x, then I equals to - If f √1+x³ (A) ²/(1+x²) 2 -x³)5/2 + (1+x³)³/2 +C 3 - (C) _\n\√x - √1 + x² | + c (C) 4 (B) en/√x + √1 + x² + c (1+x²)³/²2 -(1+x¹)^² + c
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