Question

lucy and daniel are ordering dinner for their families. they both spend a total of $65.
in the equations shown, the variables represent the price of one meal.
match the equations to each situation.
daniel buys 5 meals. he has a coupon for $3 off the entire order.
lucy buys 5 meals. she has a coupon for $3 off each meal.
5(q - 3) = 65
5p - 3 = 65

Explanation:

Step1: Analyze Daniel's Situation

Daniel buys 5 meals, total cost before coupon: \(5q\) (q is price per meal). Coupon is $3 off entire order, so total cost: \(5q - 3 = 65\).

Step2: Analyze Lucy's Situation

Lucy buys 5 meals, $3 off each meal. So price per meal after coupon: \(q - 3\), total cost: \(5(q - 3) = 65\).

Answer:

Daniel buys 5 meals. He has a coupon for $3 off the entire order. — \(5p - 3 = 65\)
Lucy buys 5 meals. She has a coupon for $3 off each meal. — \(5(q - 3) = 65\)