A gym membership cost 15 dollars to join and 10 dollars each month.. Write and use an algrbecaic expression to find the cost of the gym for 6 months
The total cost of the gym for 6 months can be found by multiplying the monthly cost by the number of months and adding the join fee.
Let's represent the total cost as "C" and the number of months as "6".
So, the algebraic expression to find the cost of the gym for 6 months is:
C = (10 * 6) + 15
C = 60 + 15
C = 75
Therefore, the cost of the gym for 6 months is 75 dollars.
To find the cost of the gym for 6 months, we need to multiply the monthly cost by the number of months (6) and add the initial joining fee.
Let's use the variable 'm' to represent the monthly cost:
Cost of the gym for 6 months = (joining fee) + (monthly cost * number of months)
= 15 + (10 * 6)
= 15 + 60
= 75
Therefore, the cost of the gym for 6 months is 75 dollars.
To find the cost of the gym for 6 months, we need to calculate the one-time joining fee of $15 and add it to the monthly cost of $10 multiplied by the number of months (6). We can express this using an algebraic expression.
Let's assign a variable to represent the total cost:
C = total cost of gym membership
Now, we can write the algebraic expression to find the cost of the gym for 6 months:
C = 15 + 10(6)
First, we multiply the monthly cost of $10 by the number of months (6), which gives us 60. Then, we add the one-time joining fee of $15 to get the total cost.
Simplifying the expression further:
C = 15 + 60
Finally:
C = 75
Therefore, the cost of the gym membership for 6 months would be $75.