Question

Noah has a coupon for 30% off at his favorite clothing
store. He uses it to buy a hoodie and a pair of jeans.
Noah paid $28 for the jeans after using the coupon.
What is the regular price of the jeans?

Answer 1

Answer:

$21.54

Step-by-step explanation:

price paid    = regular price ( 1 + coupon in percent)

             $28 = regular price x (1.3)

regular price = $28 / 1.3

                     = $21.54

           

Answer 2

The regular price of the jeans is equal to $93.33.

• Let the cost price be C.

Given the following data:

• Coupon = 30%

• Selling price = $28

To calculate the regular price of the jeans:

Since Noah had a coupon for 30% off, it simply means that he would get a discount of 30% for any clothing he buys at his favorite clothing store. Thus, the cost price of the jean multiplied by 0.3 would give the amount of money to be paid by Noah, which is $28.

Mathematically, the selling price is given by:

$28 = \frac{30}{100} \times C\\\\2800 =30C\\\\C=\frac{2800}{30}$

C = $93.33

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