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30 votes
Salma paid a total of $42 for 7 frozen meals. She had a coupon for $6 off the regular price of each meal. Each meal had the same regular price. What was the regular price of each meal

User Nick Peranzi
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2 Answers

11 votes
11 votes

Final answer:

The regular price for each of Salma's frozen meals was $12 before applying a $6 coupon to each. This was determined by adding the total discount received from the coupons to the total amount paid, and then dividing by the number of meals purchased.

Step-by-step explanation:

Salma purchased 7 frozen meals for a total of $42 after applying a $6 coupon to each meal. To determine the regular price of each meal before the discount, we first calculate the total discount amount that the coupons provided. She used 7 coupons in total, so the total savings amount to $6 multiplied by 7.

Total savings = 7 × $6

Total savings = $42

Next, we add the total savings to Salma's final payment to find out what the total would have been without the discount:

Total cost without discount = Total paid + Total savings

Total cost without discount = $42 + $42

Total cost without discount = $84

Finally, to find the regular price per meal, we divide the total cost without discount by the number of meals:

Regular price per meal = Total cost without discount / Number of meals

Regular price per meal = $84 / 7

Regular price per meal = $12

So, the regular price for each frozen meal was $12 before applying the coupons.

User Jhauberg
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3.0k points
15 votes
15 votes

Answer:

$12

Step-by-step explanation:

42 divided by 7 is 6 so you just add the 6 that was originally subtracted die to the discount and you get 12.

User Mekel
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3.3k points