Asked by amy
Adult tickets for a play cost $13 and child tickets cost $10. If there were 22 people at a performance and the theater collected $277 from ticket sales, how many adults and how many children attended the play?
Answers
Answered by
drwls
Adult tickets sold = x
Children's tickets sold = y
x + y = 22
13x + 10 y = 277
Solve that pair of equations.
Hint: substitute 22-x for y in the second equation, and solve for x. .
Children's tickets sold = y
x + y = 22
13x + 10 y = 277
Solve that pair of equations.
Hint: substitute 22-x for y in the second equation, and solve for x. .
Answered by
drwls
The next step would be
13x + 220 - 10x = 277
3x = 277-220 = 57
Divide both sides by 3 and you have x.
You know how to get y after that.
13x + 220 - 10x = 277
3x = 277-220 = 57
Divide both sides by 3 and you have x.
You know how to get y after that.
Answered by
Anonymous
Adults= 11 30 total
Child- 5
Child- 5
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