Exponent Logic

Algebra Level 2

Justin argues that $n^7$ is greater than $n^6$ for all real numbers $n$ . Which of the following gives all values of $n$ that serve as the most precise counterexamples to Justin's claim?

n=1

and

n \leq 0

n\leq 1

n=1

n=0

, and

n \leq -1

n=-1

and

0\leq n \leq 1

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Exponent Logic

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