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27 July, 07:43

Meredith is playing games at an arcade to earn tickets that she can exchange for a prize. She has 294 tickets from previous visit, and she earns 7 tickets for each game she plays in the equation below, x represents the number of games Meredith plays and y represents the number of tickets she needs for the prize.

y = 7x + 294

If Meredith needs 448 tickets to exchange for the prize she wants, how many games does Meredith need to play?

A. 106

B. 19

C. 64

D. 22

+5
Answers (2)
  1. 27 July, 09:05
    0
    An easy way to do this is by plugging in all the answers until you get your answer

    y=7 (106) + 294

    y=742+294

    y=1036

    She doesn't need this many tickets to get the one prize, so this is false

    y=7 (19) + 294

    y=133+294

    y=427

    This cannot be true, because you need to have 448 tickets

    y=7 (64) + 294

    y=448+294

    y=742

    This is still over the amount of tickets that she needs, so this isn't true

    y=7 (22) + 294

    y=154+294

    y=448

    This is exactly the number of tickets that she needs, so this is true

    So the answer is D
  2. 27 July, 11:10
    0
    First, plug in 448 for y:

    448=7x+294

    Secondly, subtract 294 from both sides to isolate x:

    154=7x

    Divide both sides by 7:

    22=x

    Refine:

    x=22

    The answer is D) 22
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