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Susan and bonnie are shopping for school clothes. Susan has $50 and a coupon for a $10 discount at a clothing store where each shirt cost $12. Susan thinks that she can buy three shirts, but bonnie says Susan can by five shirts. The equations used to model the problem are listed below .Solve each equation algebraically ,justify your steps, and determine who is correct.

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Answer:

Bonnie is correct

Step-by-step explanation: from the above question:

Susan and bonnie are shopping for school clothes.

Susan has $50 and a coupon for a $10 discount at a clothing store where each shirt cost $12.

Susan thinks that she can buy three shirts, but bonnie says Susan can by five shirts.

Hence:

Discount = $10, Discounted price always carries the minus(-) sign

The cost of 1 shirt = $12

Let the number of shirts she can buy = x

Hence our Equation =

$12 × x - $10 = $50

12x = $50 + 10

12x = $60

x = $60/12

x = 5 shirts

Therefore, Bonnie is correct because she can only buy 5 shirts

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