Question
A ticket for the local fair costs $20 and each ride costs $4.50. Write an equation that represents the cost based upon the number of rides (x). [Click Here for Help Video]Then, you will calculate the total cost to go on 8 rides.(3 points)The equation for the cost of tickets is: y=x+The total cost for one person to go on 8 rides is $
Answers
GPT-4o mini
Let's formulate the equation for the total cost based on the number of rides \( x \).
The total cost \( y \) is composed of the ticket cost and the cost of the rides. The ticket cost is a fixed amount of $20 and each ride costs $4.50.
So, the equation representing the total cost is:
\[
y = 20 + 4.5x
\]
Now, to calculate the total cost for one person to go on 8 rides, we will substitute \( x = 8 \) into the equation:
\[
y = 20 + 4.5(8)
\]
Calculating the rides cost:
\[
4.5 \times 8 = 36
\]
Now, add the ticket cost:
\[
y = 20 + 36 = 56
\]
Thus, the total cost for one person to go on 8 rides is **$56**.
The total cost \( y \) is composed of the ticket cost and the cost of the rides. The ticket cost is a fixed amount of $20 and each ride costs $4.50.
So, the equation representing the total cost is:
\[
y = 20 + 4.5x
\]
Now, to calculate the total cost for one person to go on 8 rides, we will substitute \( x = 8 \) into the equation:
\[
y = 20 + 4.5(8)
\]
Calculating the rides cost:
\[
4.5 \times 8 = 36
\]
Now, add the ticket cost:
\[
y = 20 + 36 = 56
\]
Thus, the total cost for one person to go on 8 rides is **$56**.