A gym membership costs $25 to join and $14 each month. Write and use an algebraic expression to find the cost of the gym membership for 6 months. (2 points)
Let's start by defining the variables:
C = cost of gym membership for 6 months (in dollars)
J = cost to join the gym (in dollars)
M = monthly cost of the gym membership (in dollars)
We know that the cost to join the gym is $25 and the monthly cost is $14. Therefore, the algebraic expression to find the cost for 6 months is:
C = J + 6M
To find the cost of the gym membership for 6 months, we substitute the given values for J and M into the expression:
C = $25 + 6($14)
C = $25 + $84
C = $109
Therefore, the cost of the gym membership for 6 months is $109.
To find the cost of the gym membership for 6 months, we can use the following algebraic expression:
Total cost = joining fee + (monthly cost * number of months)
Let's substitute the given values into the expression:
Total cost = $25 + ($14 * 6)
Simplifying:
Total cost = $25 + $84
Total cost = $109
Therefore, the cost of the gym membership for 6 months is $109.
To find the cost of the gym membership for 6 months, we need to take into account both the joining fee and the monthly fee.
Let's define the cost of the gym membership for 6 months as C.
The joining fee is a one-time cost of $25, and the monthly fee is $14 for each month. Since we want to calculate the cost for 6 months, we multiply the monthly fee by 6.
Therefore, the algebraic expression to find the cost C of the gym membership for 6 months is:
C = $25 + ($14 * 6)
Now, let's calculate the value of C:
C = $25 + ($14 * 6)
C = $25 + $84
C = $109
So, the cost of the gym membership for 6 months would be $109.