Question

What equation can be used to find the cost C of a baseball ticket after L losses, where the initial cost is $45.18 and the price decreases by $0.23 for every game lost during the regular season?

Answer 1

The cost of a baseball ticket after a certain number of losses is given by the equation C = 45.18 - 0.23L, where L is the number of losses.

Step-by-step explanation:

The equation to find the cost C of a baseball ticket after L losses can be expressed as C = 45.18 - 0.23L. Here, $45.18 is the initial cost of the ticket, and $0.23 is the amount by which the cost decreases for every game lost. To use this equation, simply multiply the number of losses (L) by $0.23 and subtract that amount from the initial cost of $45.18.

To find the cost of a baseball ticket after L losses, we can use the equation:

C = 45.18 - (0.23 x L)

In this equation, C represents the cost of the ticket and L represents the number of losses.

For example, if there are 3 losses, we can substitute L = 3 into the equation:

C = 45.18 - (0.23 x 3)

C = 45.18 - 0.69

C = 44.49

Therefore, the cost of the baseball ticket after 3 losses would be $44.49.