A group of 4 students went to the movie theater. They each bought a ticket for $x and spent $10.50 each on snacks. A group of 3 adults went to the movie theater and paid twice as much for each of their tickets as each student. The group of adults also spent $10.00 each on snacks. The group of students spent the same amount as the group of adults. What is the cost of each adult ticket?
The cost of each adult ticket is $__.
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5
Answer:
Cost of a student's ticket: $6
Cost of an adult's ticket: 2(6), or $12
Tutor EDWIN made a mistake. His equation should contain 4x + 42, instead of 3x + 42.
Answer by ikleyn(35112) (Show Source): You can put this solution on YOUR website!
.
4x + 4*10.50 = 3*(2x) + 3*10
4x + 42 = 6x + 30
42 - 30 = 6x - 4x
12 = 2x
x = 12/2 = 6.
Thus each student ticket price is 6 dollars.
ANSWER. Each adult ticket price is 6*2 = 12 dollars. ANSWER
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Answer:
12$
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