The expression (-1) × (-1) × (-1) × ... repeated 100 times can be simplified using the concept of exponentiation.
Since (-1) multiplied by itself an even number of times results in a positive value, and (-1) multiplied by itself an odd number of times results in a negative value, we can determine the sign of the expression based on the number of times (-1) is repeated.
In this case, (-1) is repeated an even number of times (100 times), so the expression will have a positive value.
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Verified answer
Answer:
1
Step-by-step explanation:
The expression (-1) × (-1) × (-1) × ... repeated 100 times can be simplified using the concept of exponentiation.
Since (-1) multiplied by itself an even number of times results in a positive value, and (-1) multiplied by itself an odd number of times results in a negative value, we can determine the sign of the expression based on the number of times (-1) is repeated.
In this case, (-1) is repeated an even number of times (100 times), so the expression will have a positive value.
Therefore, (-1) × (-1) × (-1) × ... (100 times) equals 1.
Answer:
if we multiply (–1) 100 times then the answer will be 1