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Earn +20 ptsQ: Why is x2 always negative for any nonzero value for x?
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Why is -x cube always negative for any nonzero value of x?
The premise of your question is false: -x³ is positive if x is negative.
What is the value of any nonzero base raised to the zero power?
The value of any nonzero number raised to the zero power will equal positive one (1).
What is the sum of a number and its opposite?
The sum of a number and its negative (additive inverse) is zero. For any nonzero value n, n + (-n) = 0
Which operation will not change the value of any nonzero number?
Adding zero
If any nonzero raised to the power of zero is equal to?
It is always 1
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