Each triple integral calculates the volume of one of the solids pictured below. Match each integral with the label A - E of its corresponding solid. As always, you may click on the thumbnail image to produce a larger image in a new window. Just take your time; a process of elimination will help with matches that are not obvious. • 4–z²-y² 1. dzdydx V2-x² Jz²+y² V 1-z²-y²+1 2. dzdydx 1–x2 12-y2-1

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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Each triple integral calculates the volume of one of the solids pictured below. Match each integral with the label A - E of its corresponding solid. As always, you may
click on the thumbnail image to produce a larger image in a new window. Just take your time; a process of elimination will help with matches that are not obvious.
• 4–x²_y²
1.
dzdydx
V2
2-r2 Jr²+y²
VI-z²
V1
r2 _y2+1
2.
dzdydx
V1-
-x2-y2-1
V1-2²–y²
3.
dzdydx
r 6–x-3y
4.
dzdydx
V1-g? Jo
-y?
5.
dzdydx
A
В
E
Transcribed Image Text:Each triple integral calculates the volume of one of the solids pictured below. Match each integral with the label A - E of its corresponding solid. As always, you may click on the thumbnail image to produce a larger image in a new window. Just take your time; a process of elimination will help with matches that are not obvious. • 4–x²_y² 1. dzdydx V2 2-r2 Jr²+y² VI-z² V1 r2 _y2+1 2. dzdydx V1- -x2-y2-1 V1-2²–y² 3. dzdydx r 6–x-3y 4. dzdydx V1-g? Jo -y? 5. dzdydx A В E
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