considering the sign up fee and monthly membership fee for a gym, the equation C=30m+25 can be use to represent the cost of a gym membership for m months. what is the amount of the sign up fee?
The sign-up fee can be represented by the constant term in the equation, which is 25. Therefore, the amount of the sign-up fee for a gym membership is $25.
To find the amount of the sign-up fee, we need to analyze the given equation:
C = 30m + 25
In this equation, C represents the total cost of the gym membership for m months. The term 30m represents the monthly membership fee, and 25 is the additional cost, which could be the sign-up fee.
Since the sign-up fee is not directly mentioned in the equation, we can derive it by evaluating the equation for a specific number of months. Let's assume m = 0, indicating a membership for zero months.
Plugging in the value of m = 0 into the equation, we get:
C = 30(0) + 25
C = 0 + 25
C = 25
Therefore, the amount of the sign-up fee is $25.
To find the amount of the sign-up fee in the equation C = 30m + 25, we need to isolate the constant term, which represents the sign-up fee.
In the given equation, C represents the cost of the gym membership, m represents the number of months, and 25 represents the constant term.
Since we want to find the sign-up fee, we need to find the value of the constant term. This can be done by substituting any value for m and solving for C.
Let's assume m = 0 (no months of membership). Plugging this value into the equation gives us:
C = 30(0) + 25
C = 0 + 25
C = 25
Therefore, the amount of the sign-up fee is $25.