Respuesta :
Let x = the number of months.
Option 1:
Membership fee = $100
Monthly cost = $30
Total cost = 100 + 30x
Option 2:
Membership fee = $150
Monthly cost = $25
Total cost = 150 + 25x
We want the cost for option 2 to be less than that for option 1.
Therefore
150 + 25x < 100 + 30x
50 < 5x
10 < x
or
x > 10 months
Answer: C. month 10
Option 1:
Membership fee = $100
Monthly cost = $30
Total cost = 100 + 30x
Option 2:
Membership fee = $150
Monthly cost = $25
Total cost = 150 + 25x
We want the cost for option 2 to be less than that for option 1.
Therefore
150 + 25x < 100 + 30x
50 < 5x
10 < x
or
x > 10 months
Answer: C. month 10
Answer:
D) month 11
Step-by-step explanation:
The solution is month 11. To solve this problem set up the inequality
25x + 150 < 30x + 100
The result is x > 10. In month 10, the costs will be equal, but in month 11, the total cost of option 2 is less than the total cost of option 3.