Question

A local volunteer group has 150 raffle tickets to sell. They sell them in packs of three tickets per customer. Determine which graph and which equation represent the number of tickets, T, the group has left after selling tickets to c customers.

Answer 1

The answer is: T=3c-150

Answer 2

The equation of given condition will be $T=-3c+150$. The graph B is correct.

Given information:

A local volunteer group has 150 raffle tickets to sell.

They sell them in packs of three tickets per customer.

Let T be the number of tickets, $T=150$ initially.

Let c be the number of customers.

So, the number of tickets left after selling to c customer will be,

$T=150-3c\\T=-3c+150$

The graph of the given equation is attached in the solution.

Therefore, the equation of given condition will be $T=-3c+150$. The graph B is correct.

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https://brainly.com/question/1971145