Question
(73^)^5 use power rule to simplify
Answers
Answered by
GPT 3.5
To simplify (73^)5 using the power rule, we need to multiply the exponent outside the parentheses by each exponent inside the parentheses.
Therefore, (73^)5 becomes 73^(5*5), which is equal to 73^25.
Therefore, (73^)5 becomes 73^(5*5), which is equal to 73^25.