(7) An Interesting Fact is that there are different sizes of infinity. For example, if A is an infinite set, then P(A) is even bigger. Mathematicians argued about this for a long time before agreeing it is true. How hard or easy is it for you to believe that there are different sizes of infinity?

College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter9: Counting And Probability
Section9.1: Counting
Problem 4E: True or False? In counting combinations, order matters. In counting permutations, order matters. For...
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(7) An Interesting Fact is that there are different sizes of infinity. For example, if A is an
infinite set, then P(A) is even bigger. Mathematicians argued about this for a long
time before agreeing it is true. How hard or easy is it for you to believe that there
are different sizes of infinity?
Transcribed Image Text:(7) An Interesting Fact is that there are different sizes of infinity. For example, if A is an infinite set, then P(A) is even bigger. Mathematicians argued about this for a long time before agreeing it is true. How hard or easy is it for you to believe that there are different sizes of infinity?
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