Asked by Lilo
A movie theater charges $ 8 for adults and $ 6 for seniors. On a particular day when 336 people paid an admission, the total receipts were $ 2598.
How many who paid were adults?
How many who paid were seniors?
I got this two equation (8x+6y=2598 and second equation is X+y=336) but I been trying to solve them and I can't I thing they might be written wrong.
Can some one please help me.
How many who paid were adults?
How many who paid were seniors?
I got this two equation (8x+6y=2598 and second equation is X+y=336) but I been trying to solve them and I can't I thing they might be written wrong.
Can some one please help me.
Answers
Answered by
Abe
Your equations are correct.
To solve (By subtraction):
8x + 6y = 2598
-(x + y) * 6 = (336) * 6
________________________
2x + 0y = 582
Solve for x
(2x)/2 = (582)/2
x = 291
Solve for y:
x + y = 336
(291) + y = 336
(291) + y - (291) = 336 - (291)
y = 45
Solution (291,60)
Check Work:
8*(291) + 6*(45) = 2598
(291) + (45) = 336
To solve (By subtraction):
8x + 6y = 2598
-(x + y) * 6 = (336) * 6
________________________
2x + 0y = 582
Solve for x
(2x)/2 = (582)/2
x = 291
Solve for y:
x + y = 336
(291) + y = 336
(291) + y - (291) = 336 - (291)
y = 45
Solution (291,60)
Check Work:
8*(291) + 6*(45) = 2598
(291) + (45) = 336
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