Write the sentence as an equation. z fewer than 171 is the same as 248 Type a slash ( / ) if you want to use a division sign. _____

Understand the phrase: Step 1: Understand the phrase ＂z fewer than 171＂. The phrase ＂z fewer than 171＂ means 171 minus z. So, we write it as 171 - z. Set up the equation: Step 2: Set up the equation. The problem states that ＂z fewer than 171 is the same as 248＂. This translates to the equation 171 - z = 248. Solve for z: Step 3: Solve for z. To isolate z, we first subtract 171 from both sides of the equation: 171 - z - 171 = 248 - 171, which simplifies to -z = 77. Next, multiply both sides by -1 to solve for z: -z * -1 = 77 * -1, z = -77.

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Write the sentence as an equation. $\newline$ $z$ fewer than $171$ is the same as $248$ $\newline$ Type a slash ( / ) if you want to use a division sign. $\newline$ _____

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Math Problems

Grade 7

Write an equation from words

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Q. Write the sentence as an equation.

\newline

z

fewer than

171

is the same as

248

\newline

Type a slash ( / ) if you want to use a division sign.

\newline

_____

Understand the phrase: Step $1$ : Understand the phrase ＂z fewer than $171$ ＂. $\newline$ The phrase ＂z fewer than $171$ ＂ means $171 - z$ . $\newline$ So, we write it as $171 - z$ .
Set up the equation: Step $2$ : Set up the equation. $\newline$ The problem states that ＂ $z$ fewer than $171$ is the same as $248$ ＂. $\newline$ This translates to the equation $171 - z = 248$ .
Solve for z: Step $3$ : Solve for z. $\newline$ To isolate z, we first subtract $171$ from both sides of the equation: $\newline$ $171 - z - 171 = 248 - 171$ , $\newline$ which simplifies to $-z = 77$ . $\newline$ Next, multiply both sides by $-1$ to solve for z: $\newline$ $-z \times -1 = 77 \times -1$ , $\newline$ z = $-77$ .