7) Consider the following: M = The set of real roots of the equation x²-4-0 N = The set of prime numbers P = The set of real roots of equation x²-1=0 Q = The set of positive odd integers R = The set of roots of the equation x²=1 a) Write the sets using the roster method. b) Which sets are equal? Why? c) Which sets are equivalent?Why? d) Which sets are finite? Why? e) Which sets are infinite?Why?
7) Consider the following: M = The set of real roots of the equation x²-4-0 N = The set of prime numbers P = The set of real roots of equation x²-1=0 Q = The set of positive odd integers R = The set of roots of the equation x²=1 a) Write the sets using the roster method. b) Which sets are equal? Why? c) Which sets are equivalent?Why? d) Which sets are finite? Why? e) Which sets are infinite?Why?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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7) Consider the following:
M = The set of real roots of the equation x²-4-0
N = The set of prime numbers
P = The set of real roots of equation x²-1=0
Q = The set of positive odd integers
R = The set of roots of the equation x²=1
a) Write the sets using the roster method.
b) Which sets are equal? Why?
c) Which sets are equivalent?Why?
d) Which sets are finite? Why?
e) Which sets are infinite?Why?
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