aaliyah and phildres are joining a gym that offers two different payment plans. aaliyah chooses plan a, and…

aaliyah and phildres are joining a gym that offers two different payment plans. aaliyah chooses plan a, and phildres chooses plan b. which equation can be used to solve for the number of classes, c, for which the cost of plan a equals plan b? plan a no yearly fee $50 for each class plan b $200 yearly fee $10 for each class 50c + 200 = 10c 50c = 200c + 10 50c = 10c + 200 50 + 10c = 200c

aaliyah and phildres are joining a gym that offers two different payment plans. aaliyah chooses plan a, and phildres chooses plan b. which equation can be used to solve for the number of classes, c, for which the cost of plan a equals plan b? plan a no yearly fee $50 for each class plan b $200 yearly fee $10 for each class 50c + 200 = 10c 50c = 200c + 10 50c = 10c + 200 50 + 10c = 200c

Answer

Explanation:

Step1: Calculate cost for Plan A

Plan A has no yearly fee and ($50) per class. So cost for (c) classes is (50c).

Step2: Calculate cost for Plan B

Plan B has ($200) yearly fee and ($10) per class. So cost for (c) classes is (10c + 200).

Step3: Set costs equal

Since we want when cost of Plan A equals Plan B, we set (50c=10c + 200).

Answer:

(50c = 10c+200) (the third option in the given choices)