a. Prove that for all integers a, if a3 is even then a is

Chapter 4, Problem 15E

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QUESTION:

a. Prove that for all integers a, if \(a^{3}\) is even then a is even.

b. Prove that \(\sqrt[3]{2}\) is irrational.

Text Transcription:

a^3

sqrt [3]2

Questions & Answers

QUESTION:

a. Prove that for all integers a, if \(a^{3}\) is even then a is even.

b. Prove that \(\sqrt[3]{2}\) is irrational.

Text Transcription:

a^3

sqrt [3]2

ANSWER:

Solution:

Step 1:

Here we have to prove that if is even if  is even. Also prove that  is irrational.

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