Question

A ticket to see your favorite baseball team costs $49.64. That price decreases by $0.41 for every game lost during the regular season.

Which equation would be used to find the cost C of a ticket after L losses?

a. C= 49.64 - 0.41L c. C= 49.64 divided by .41
b. C= 49.64 + 0.4L d. C= 49.64 (0.41L)

Answer 1

Answer: a. C= 49.64 - 0.41L

Step-by-step explanation:

Since for every losing game the price decrease by 0.41, then the equation become

C= 49.64 - 0.41L.

Imagine that there is 2 game losses, so L = 0.41.

The equation then changes into:

C= 49.64 - 0.41 × 2 (the amount of the game lost)

C= 48.82

So the answer is letter a.

Answer 2

The equation that represents the given situation is required.

The cost of the ticket after L losses is a. $C=49.64-0.41L$

Initial cost of the ticket = $49.64

Price decrease per game lost = $0.41

Number of games lost = L

Money lost after L losses is $0.41$

So, the cost of the ticket after L losses would be the initial cost of the ticket minus the money lost after L losses.

The cost of the ticket after L losses is a. $C=49.64-0.41L$

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