Notation: R* means the set of ordered pairs (x, y) [2 space] 3 R° means the set of ordered triples (x, y, z) [3 - space] Evaluate the following integrals without using iterated integrals. You are not required to show any work for this question. 1. Let R be the unit disk centered at the origin in R° 3 Let G be the unit ball centered at the origin in R Let S be the unit square -1sxs1 and -1s y s1 in R- (The symbols x, y, z,r,0,0,p have their usual meanings] S2 dA R A) 4 В) 0 C) 2n D) [4/3] T E) [8/3] n

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.2: Properties Of Division
Problem 53E
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On this practice exam, 2pi was marked as correct, but shouldn't it be 4pi?

Notation:
R* means the set of ordered pairs (x, y) [2 space]
R° means the set of ordered triples (x, y, z) [3 - space]
Evaluate the following integrals without using iterated integrals.
You are not required to show any work for this question.
1.
Let R be the unit disk centered at the origin in R
3
Let G be the unit ball centered at the origin in R
Let S be the unit square -1sxs1 and -1s y sl in R
[The symbols x, y, z,r,0,0,p have their usual meanings]
S2 dA
R
A) 4
В) 0
(C) 2n
D) [4/3] T
E) [8/3] n
Transcribed Image Text:Notation: R* means the set of ordered pairs (x, y) [2 space] R° means the set of ordered triples (x, y, z) [3 - space] Evaluate the following integrals without using iterated integrals. You are not required to show any work for this question. 1. Let R be the unit disk centered at the origin in R 3 Let G be the unit ball centered at the origin in R Let S be the unit square -1sxs1 and -1s y sl in R [The symbols x, y, z,r,0,0,p have their usual meanings] S2 dA R A) 4 В) 0 (C) 2n D) [4/3] T E) [8/3] n
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