Question
Write the equation that satisfies the parameters: three times the difference of a number and 10 equals the sum of 25 and that same number.(1 point)
Responses
3x−10=25+x
3 x minus 10 is equal to 25 plus x
3x+10=25−x
3 x plus 10 is equal to 25 minus x
3(x−10)=25+x
3 times open paren x minus 10 close paren is equal to 25 plus x
3(x+10)=25−x
Responses
3x−10=25+x
3 x minus 10 is equal to 25 plus x
3x+10=25−x
3 x plus 10 is equal to 25 minus x
3(x−10)=25+x
3 times open paren x minus 10 close paren is equal to 25 plus x
3(x+10)=25−x
Answers
GPT-4o mini
To form the equation based on the given parameters, let's break it down:
- We need "three times the difference of a number and 10": This can be represented as \(3(x - 10)\).
- Then, we need to set this equal to "the sum of 25 and that same number": This can be represented as \(25 + x\).
Putting this all together, the equation becomes:
\[
3(x - 10) = 25 + x
\]
So, the correct response is:
**3(x−10)=25+x**
3 times open paren x minus 10 close paren is equal to 25 plus x
- We need "three times the difference of a number and 10": This can be represented as \(3(x - 10)\).
- Then, we need to set this equal to "the sum of 25 and that same number": This can be represented as \(25 + x\).
Putting this all together, the equation becomes:
\[
3(x - 10) = 25 + x
\]
So, the correct response is:
**3(x−10)=25+x**
3 times open paren x minus 10 close paren is equal to 25 plus x