A gym membership costs 25 to join and 14 each month write and use algebraic expression to find the cost of the gym membership
Let's denote the total cost of the gym membership by the variable C.
The cost to join is $25, and since this is a one-time payment, it does not depend on the number of months. Therefore, we can simply add this amount to the total cost: C = 25 + ...
The cost each month is $14, and this expense occurs for every month after joining. The number of months can be represented by the variable m. Therefore, we need to multiply the monthly cost by the number of months joined: ... + 14m
Putting it all together, the algebraic expression for the cost of the gym membership is C = 25 + 14m.
Let's define the variables:
x = number of months
The cost of the gym membership includes the initial joining fee of $25 and the monthly fee of $14 for x number of months.
To calculate the total cost, we can use the algebraic expression:
Total cost = Joining fee + Monthly fee x Number of months
Total cost = 25 + 14x
So, the algebraic expression to find the cost of the gym membership is 25 + 14x, where x represents the number of months.
To write an algebraic expression to find the cost of the gym membership, we can consider the initial joining cost and the monthly fee.
Let's assign a variable "x" to represent the number of months of membership. The initial joining cost is a one-time fee of $25. The monthly fee is $14 multiplied by the number of months "x". Therefore, the algebraic expression to find the cost of the gym membership would be:
Cost of gym membership = Initial joining cost + (Monthly fee * Number of months)
= 25 + (14 * x)
To calculate the cost of the gym membership for a specific period, you would need to substitute the appropriate value for "x" into the algebraic expression.