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Consider the following data: • You buy two pairs of jeans at $49 each. • Also, you buy a pair of shoes on sale for $39. • Then you splurge on a $95 sweater. • There are two types of coupons, but you can use only one: 1. First coupon offers 40% off any single item. 2. The second coupon offers 15% off your entire purchase. The objective is to find which coupon is the better choice, that is, find which coupon will save more money.

User JoseBazBaz
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Answer :

Using the first coupon, which offers 40% off any single item, the total amount spent would be $194.

- Using the second coupon, which offers 15% off the entire purchase, the total amount spent would be $232.

- The first coupon would save more money.

Explanation:

To determine which coupon will save more money, let's calculate the total amount spent with each coupon.

Using the first coupon, which offers 40% off any single item:

- Two pairs of jeans at $49 each would cost 2 * $49 = $98.

- The pair of shoes on sale for $39 would remain at $39.

- The sweater priced at $95 would be reduced by 40%, resulting in a discount of $95 * 0.4 = $38.

- Therefore, the total amount spent with the first coupon would be $98 + $39 + ($95 - $38) = $194.

Using the second coupon, which offers 15% off the entire purchase:

- The total cost of the two pairs of jeans would be $49 * 2 = $98.

- The pair of shoes on sale for $39 would remain at $39.

- The sweater priced at $95 would not receive any discount.

- Therefore, the total amount spent with the second coupon would be $98 + $39 + $95 = $232.

Comparing the two totals, we can see that the total amount spent with the first coupon is $194, while the total amount spent with the second coupon is $232.

Therefore, the better choice in terms of saving more money would be to use the first coupon, which offers 40% off any single item.

To summarize:

- Using the first coupon, which offers 40% off any single item, the total amount spent would be $194.

- Using the second coupon, which offers 15% off the entire purchase, the total amount spent would be $232.

- The first coupon would save more money.

User Serdar Dalgic
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