Translate the statement into an equation. Let x repr 37 is 7 less than double a number. The given statement can be represented mathematic: (Do not simplify.)

Rephrasing the Statement: Let's first rephrase the given statement into a clear mathematical ＂What is the equation that represents the statement '37 is 7 less than double a number' with x representing the number?＂Identifying the Unknown Number: The statement ＂37 is 7 less than double a number＂ suggests that if we double a number and then subtract 7 from it, we will get 37. Let's denote the unknown number by x.Doubling the Number: To translate this into an equation, we start by doubling the number, which is represented by 2x.Subtracting 7: Next, we subtract 7 from the result of doubling the number to represent the ＂7 less than＂ part of the statement. This gives us the equation 2x - 7.Setting up the Equation: Finally, we set the expression equal to 37, as the statement says that ＂37 is＂ the result of the previous operation. This gives us the equation 2x - 7 = 37.

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Translate the statement into an equation. Let x repr 37 is 7 less than double a number.
The given statement can be represented mathematic: (Do not simplify.)

Translate the statement into an equation. Let x repr $37$ is $7$ less than double a number. $\newline$ The given statement can be represented mathematic: (Do not simplify.)

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Q. Translate the statement into an equation. Let x repr

37

7

less than double a number.

\newline

The given statement can be represented mathematic: (Do not simplify.)

Rephrasing the Statement: Let's first rephrase the given statement into a clear mathematical ＂What is the equation that represents the statement ' $37$ is $7$ less than double a number' with $x$ representing the number?＂
Identifying the Unknown Number: The statement ＂ $37$ is $7$ less than double a number＂ suggests that if we double a number and then subtract $7$ from it, we will get $37$ . Let's denote the unknown number by $x$ .
Doubling the Number: To translate this into an equation, we start by doubling the number, which is represented by $2x$ .
Subtracting $7$ : Next, we subtract $7$ from the result of doubling the number to represent the ＂ $7$ less than＂ part of the statement. This gives us the equation $2x - 7$ .
Setting up the Equation: Finally, we set the expression equal to $37$ , as the statement says that ＂ $37$ is＂ the result of the previous operation. This gives us the equation $2x - 7 = 37$ .