ure ciative

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 56E
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Question

Prove that the given is a ring through proving each property

Solution:
For
a. Closure
b. Associative
c. Identity
d. Inverses
e. Commutative
For o
f. Closure
g. Associative
h. Left and Right Distributive
Conclusion:
Transcribed Image Text:Solution: For a. Closure b. Associative c. Identity d. Inverses e. Commutative For o f. Closure g. Associative h. Left and Right Distributive Conclusion:
I. Let G = {w, x, y, z) and let addition and multiplication be defined by the following tables.
W
X
y
N
O
W
X
y
N
W
W
X
y
N
W
W
W
W
W
Prove that (R,,o ) is a ring.
X
X
W
N
y
X
W
X
W
X
y
y
Z
W
X
y
W
y
W
y
N
N
y
X
W
N
W
< |N
W
N
Transcribed Image Text:I. Let G = {w, x, y, z) and let addition and multiplication be defined by the following tables. W X y N O W X y N W W X y N W W W W W Prove that (R,,o ) is a ring. X X W N y X W X W X y y Z W X y W y W y N N y X W N W < |N W N
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