Percent Problems in Mathematics: Discounts and Mark-Ups Explained
Explore various examples of percent problems related to discounts, mark-ups, and coupons in mathematics. Learn how to calculate final prices after mark-ups, discounts, or coupons for items such as candy, shoes, baking dishes, and dress pants.
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Presentation Transcript
Discount and Mark-Up Math 7 Unit 6
Percent Problems A store pays $1.50 for a bag of candy. If the store wants to mark-up the price 60%, how much will the store sell the bag of candy for? 20% = $0.30 20% = $0.30 20% = $0.30 100% = $1.50 100% 20% 20% 20% Price after mark-up: $2.40
Percent Problems Ruby s Slippers buys a pair of shoes for $38. If Ruby marks up the shoes 40%, what will she sell them for? 20% = $7.60 20% = $7.60 100% = $38 100% 20% 20% Price after mark-up: $53.20
Percent Problems A baking dish is regularly priced at $10.99. If Kelly has a 5% coupon, how much will she pay for the dish? $0.55 5% = 100% = $10.99 100% -5% Price after coupon: $10.44
Percent Problems Cyrus is buying a pair of dress pants for $55. They are on sale for 30% off. How much money does he need to pay for his pants? 10% = 10% = 10% = $5.50 $5.50 $5.50 100% = $55 100% -10% -10% -10% Price after discount: $38.50
