translate the phrase to an algebraic express 7 more than 3 times a number

Identify Components: Identify the components of the phrase. ＂7 more than＂ indicates an addition of 7. ＂3 times a number＂ indicates multiplication of the number by 3. Let's let the number be represented by the variable x.Translate into Expression: Translate the phrase into an algebraic expression. Since ＂3 times a number＂ is 3x and ＂7 more than＂ indicates we add 7 to this product, the algebraic expression is 3x + 7.

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Translate the phrase to an algebraic expression: $7$ more than $3$ times a number. $\newline$ T

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Grade 6

Find what percent one number is of another

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Q. Translate the phrase to an algebraic expression:

7

more than

3

times a number.

\newline

Identify Components: Identify the components of the phrase. $\newline$ ＂ $7$ more than＂ indicates an addition of $7$ . $\newline$ ＂ $3$ times a number＂ indicates multiplication of the number by $3$ . $\newline$ Let's let the number be represented by the variable $x$ .
Translate into Expression: Translate the phrase into an algebraic expression. $\newline$ Since ＂ $3$ times a number＂ is $3x$ and ＂ $7$ more than＂ indicates we add $7$ to this product, the algebraic expression is $3x + 7$ .