SOLUTION: a gym has two kinds of memberships. Plan A charges $70 a year plus $2 per visit. Plan B charges $10 a year plus $6 per visit. how many visits to the gym are necessary for the cost
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Question 987515: a gym has two kinds of memberships. Plan A charges $70 a year plus $2 per visit. Plan B charges $10 a year plus $6 per visit. how many visits to the gym are necessary for the cost of Plan A to be the same as the cost of Plan B? write a system and solve it.
Answer by algebrahouse.com(1659) (Show Source): You can put this solution on YOUR website!
Plan A
C = 2v + 70 {charges $70 per year plus $2 per visit}
Plan B
C = 6v + 10 {charges $10 per year plus $6 per visit}
2v + 70 = 6v + 10 {set them equal to determine how many visits are necessary for A to be the same as B}
70 = 4v + 10 {subtracted 2v from each side}
60 = 4v {subtracted 10 from each side}
v = 15 {divided each side by 4}
15 visits are necessary for Plan A to be the same as Plan B
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