Question
What power of 10 would make the following equation true?3.75×10?=0.0000375 (1 point)Responses-5-577-6-65566-7
Answers
GPT 3.5
To solve this equation, we need to determine the power of 10 that will make the left side of the equation equal to the right side.
Given:
3.75 x 10^? = 0.0000375
We need to find the exponent that will make the numbers on both sides equal.
First, we can rewrite 0.0000375 as 3.75 x 10^(-5).
So the equation becomes:
3.75 x 10^? = 3.75 x 10^(-5)
To make the numbers on both sides equal, the exponent on the right side must be -5.
Therefore, the answer is -5.
Correct response: -5
Given:
3.75 x 10^? = 0.0000375
We need to find the exponent that will make the numbers on both sides equal.
First, we can rewrite 0.0000375 as 3.75 x 10^(-5).
So the equation becomes:
3.75 x 10^? = 3.75 x 10^(-5)
To make the numbers on both sides equal, the exponent on the right side must be -5.
Therefore, the answer is -5.
Correct response: -5