Solution Found!
Use the properties of even and odd integers that are
Chapter 4, Problem 21E(choose chapter or problem)
Use the properties of even and odd integers that are listed in Example 4.2.3 to do exercises 21–23. Indicate which properties you use to justify your reasoning.
True or false? If m is any even integer and n is any odd integer, then \(m^{2}\) + 3n is odd. Explain.
Text Transcription:
m^2
Questions & Answers
QUESTION:
Use the properties of even and odd integers that are listed in Example 4.2.3 to do exercises 21–23. Indicate which properties you use to justify your reasoning.
True or false? If m is any even integer and n is any odd integer, then \(m^{2}\) + 3n is odd. Explain.
Text Transcription:
m^2
ANSWER:Solution
Step 1:
Given any two numbers and
where
is even and
is odd then we have to determine whether the statement “If
is any even integer and
is any odd integer,then
is odd”is true or false.