2. Gym Costs: 24-Hour fitness charges $45 per month with no initial fee. Cal

Fit charges $35 per month with a $90 initiation fee. After how many

months will the total cost be the same for both fitness clubs?

Question

Mathematics

Ireland Morales

16 May, 13:01

2. Gym Costs: 24-Hour fitness charges $45 per month with no initial fee. Cal

Fit charges $35 per month with a $90 initiation fee. After how many

months will the total cost be the same for both fitness clubs?

+2

Answers (2)

Know the Answer?

Mia Park · Answer 1

St45ep-by-step explanation:45x9=$405thats for anytime and forcal fit 35 t 90 = 125 + 35x8 = 405

Josiah Mendez · Answer 2

It will take 9 months for the total cost to be the same.

Step-by-step explanation:

1. x = number of months

b = initial fee

2. 24-hour fitness cost:

45x

*there is no initial fee (b)

3. CalFit cost:

35x+90

4. Make them equal to each other

45x = 35x+90

5. Simplify

45x = 35x+90

10x = 90

x = 9

It will take 9 months for the total cost to be the same.

2. Gym Costs: 24-Hour fitness charges $45 per month with no initial fee. CalFit charges $35 per month with a $90 initiation fee. After how manymonths will the total cost be the same for both fitness clubs?

2. Gym Costs: 24-Hour fitness charges $45 per month with no initial fee. Cal

Fit charges $35 per month with a $90 initiation fee. After how many

months will the total cost be the same for both fitness clubs?