I = I"(1 +1) - f (x, v) dyda 2 a+1 11

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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Let f be a continuous function on R

Consider: (See the double integral in the images)

If we take x =u and y = u/(y+ 1), then it is true that:

See the answers in the images

I"(1 +1) - f (x, y) dyda
エ+1
I =
エ+1
Transcribed Image Text:I"(1 +1) - f (x, y) dyda エ+1 I = エ+1
•3
A) I =
:1| f (u, ) dvdu
0,
2
1
3
B) I :
| (u + 1) · f (u, 5) dvdu
f (u, )
-dvdu
1
•3
,u+1
C) I =
(u + 1)2
2
D) I =
-f (u, „1) dvdu
ig u+1
2
Transcribed Image Text:•3 A) I = :1| f (u, ) dvdu 0, 2 1 3 B) I : | (u + 1) · f (u, 5) dvdu f (u, ) -dvdu 1 •3 ,u+1 C) I = (u + 1)2 2 D) I = -f (u, „1) dvdu ig u+1 2
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