a. Prove that the v63 iş irrational b. For all integers, prove that 4 (n2 + 2) c. Prove or disprove: 4k + 5:kEZ=4k + 1:k EZ

Algebra and Trigonometry (6th Edition)
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Author:Robert F. Blitzer
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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Proofs 2: prove or disprove
a. Prove that the v63 is irrational
b. For all integers, prove that 4 + (n? + 2)
c. Prove or disprove: 4k + 5:k EZ=4k + 1:k EZ
d. If w, x, y, z E R then |w + x| + ly + z| = ly + x] + ]w+ z]
For every natural number n, the integer 17n*7 – 37n5 + nn² - 37 is prime
Transcribed Image Text:Proofs 2: prove or disprove a. Prove that the v63 is irrational b. For all integers, prove that 4 + (n? + 2) c. Prove or disprove: 4k + 5:k EZ=4k + 1:k EZ d. If w, x, y, z E R then |w + x| + ly + z| = ly + x] + ]w+ z] For every natural number n, the integer 17n*7 – 37n5 + nn² - 37 is prime
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