As a smart consumer. you are always on the lookout for sales, coupons, and rebates.
While shopping for new clothes, you notice that one particular brand of shirts is on sale for
20% off the original price. You also have a coupon for $10 off a $40 purchase. Coupons
are applied after the 20% discount is taken. If each shirt originally costs $17.99, how
many shirts would you need to buy to be able to use your coupon? Show your work.

$17.99 x 0.2 = $3.60 (amount taken off for each shirt)

$17.99 - $3.60 = $14.39 (per shirt)

40 / 14.39 = 2.779 (round to 3)

You’d have to buy 3 shirts in order to use your coupon.

($14.99 x 3 = $43.17, in order to get $10 off you’d need to spend at least $40)




What would be the total cost of purchasing the number of shirts needed to use your coupon—after your coupon is applied and a 7.5% sales tax is charged on the purchase?

Respuesta :

Answer:  

$17.99 * 0.2 = $3.60

Explanation:  :)

The number of shirts that you need to buy to be able to use your coupon is 3 shirts and the total cost is $35.66.

Total cost

1. Number of shirt

Amount taken off per shirt

Amount=$17.99 x ( 1-.20)

Amount=$17.99 x .80

Amount= $14.39

Number of shirt to purchase:

Number of shirt to purchase=$40/$14.39

Number of shirt to purchase=2.779

Number of shirt to purchase=3 shirts (Approximately)

b. Total cost

Total cost=[( 3 shirts x $14.39)  - $10 coupon]× 7.5%

Total cost =($43.17 - $10 coupon) × 7.5%

Total cost= $33.17 + 7.5%

Total cost = $35.65775

Total cost=$35.66 (Approximately)

Therefore the number of shirts that you need to buy to be able to use your coupon is 3 shirts and the total cost is $35.66.

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