lucy and daniel are ordering dinner for their families. they both spend a total of $65.\nin the equations…

lucy and daniel are ordering dinner for their families. they both spend a total of $65.\nin the equations shown, the variables represent the price of one meal.\nmatch the equations to each situation.\ndaniel buys 5 meals. he has a coupon for $3 off the entire order.\nlucy buys 5 meals. she has a coupon for $3 off each meal.

lucy and daniel are ordering dinner for their families. they both spend a total of $65.\nin the equations shown, the variables represent the price of one meal.\nmatch the equations to each situation.\ndaniel buys 5 meals. he has a coupon for $3 off the entire order.\nlucy buys 5 meals. she has a coupon for $3 off each meal.

Answer

Explanation:

Step1: Analyze Daniel's situation

Daniel has a coupon for $3$ off the entire order. Let the price of one meal be $p$. The total cost before coupon is $5p$, and after using the coupon (subtracting $3$ from the total), the equation is $5p - 3=65$.

Step2: Analyze Lucy's situation

Lucy has a coupon for $3$ off each meal. Let the original price of one meal be $q$. The price of each meal after coupon is $q - 3$. For 5 meals, the total cost is $5(q - 3)$, and the equation is $5(q - 3)=65$.

Answer:

Daniel: $5p - 3 = 65$; Lucy: $5(q - 3)=65$