Show that if n is an odd integer, then there is a unique

Chapter 8, Problem 19E

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QUESTION:

Problem 19E

Show that if n is an odd integer, then there is a unique integer k such that n is the sum of k ‒ 2 and k + 3.

Questions & Answers

QUESTION:

Problem 19E

Show that if n is an odd integer, then there is a unique integer k such that n is the sum of k ‒ 2 and k + 3.

ANSWER:

Solution:

Step 1:

     In this problem we need to show that if n is an odd integer , then there is a unique integer k such that n is the sum of k - 2 and k + 3.

 

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