Cassie prepaid a 6-month membership to the Summer Lotus yoga studio. She received a one-time discount of 40 $ for prepaying. Cassie paid a total of 650 $. Which equation can Cassie use to find m, the regular cost per month? Choices: (A)40m - 6 = 650 (B)40(m - 6) = 650 (C)6(m - 40) = 650 (D)6m - 40 = 650

Identify Cost After Discount: Identify the total cost Cassie paid after the discount. Set Up Equation for Monthly Cost: Set up the equation to find the regular monthly cost, m. Check Equation Matches Choices: Check if the equation matches any of the given choices.

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Cassie prepaid a $6$ -month membership to the Summer Lotus yoga studio. She received a one-time discount of $40$ $\$$ for prepaying. Cassie paid a total of $650$ $\$$ . $\newline$ Which equation can Cassie use to find $m$ , the regular cost per month? $\newline$ Choices: $\newline$ (A) $40m - 6 = 650$ $\newline$ (B) $40(m - 6) = 650$ $\newline$ (C) $6(m - 40) = 650$ $\newline$ (D) $6m - 40 = 650$

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Math Problems

Grade 7

Choose two-step equations: word problems

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Q. Cassie prepaid a

6

-month membership to the Summer Lotus yoga studio. She received a one-time discount of

40

\$

for prepaying. Cassie paid a total of

650

\$

\newline

Which equation can Cassie use to find

m

, the regular cost per month?

\newline

Choices:

\newline

(A)

40m - 6 = 650

\newline

(B)

40(m - 6) = 650

\newline

(C)

6(m - 40) = 650

\newline

(D)

6m - 40 = 650

Identify Cost After Discount: Identify the total cost Cassie paid after the discount.
Set Up Equation for Monthly Cost: Set up the equation to find the regular monthly cost, $m$ .
Check Equation Matches Choices: Check if the equation matches any of the given choices.