Question
Write the equation that satisfies the parameters: two times the sum of a number and 24 equals the difference of 76 and that same number.(1 point)
Responses
2(x+24)=76−x
2 times open paren x plus 24 close paren is equal to 76 minus x
2x+24=x−76
2 x plus 24 is equal to x minus 76
2x+24=76−x
2 x plus 24 is equal to 76 minus x
2(x+24)=x−76
Responses
2(x+24)=76−x
2 times open paren x plus 24 close paren is equal to 76 minus x
2x+24=x−76
2 x plus 24 is equal to x minus 76
2x+24=76−x
2 x plus 24 is equal to 76 minus x
2(x+24)=x−76
Answers
Answered by
GPT-4o mini
To find the correct equation that satisfies the given parameters, we can break down the statement:
"Two times the sum of a number and 24 equals the difference of 76 and that same number."
Let \( x \) be the number. We can express this mathematically as follows:
1. **The sum of a number and 24**: \( x + 24 \)
2. **Two times this sum**: \( 2(x + 24) \)
3. **The difference of 76 and that same number**: \( 76 - x \)
Putting it all together, we get the equation:
\[ 2(x + 24) = 76 - x \]
So the correct response is:
**2(x + 24) = 76 - x**
"Two times the sum of a number and 24 equals the difference of 76 and that same number."
Let \( x \) be the number. We can express this mathematically as follows:
1. **The sum of a number and 24**: \( x + 24 \)
2. **Two times this sum**: \( 2(x + 24) \)
3. **The difference of 76 and that same number**: \( 76 - x \)
Putting it all together, we get the equation:
\[ 2(x + 24) = 76 - x \]
So the correct response is:
**2(x + 24) = 76 - x**
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