At a local volleyball game, 330 tickets were sold. Adult tickets were sold for $25.00 each, and youth tickets were sold for $18.00 each. If ticket sales totaled $7,480.00, how many adult tickets and how many youth tickets were sold?
Answers
Answered by
henry2,
Sold X adult tickets and Y youth tickets.
Eq1: x + y = 330. Y = 330 - x.
Eq2: 25x + 18y = 7480.
In Eq2, replace Y with 330-x and solve for X:
25x + 18(330-x) = 7480.
25x + 5940 - 18x = 7480,
7x = 1540,
X = 220 adult tickets.
In Eq1, replace X with 220 and solve for Y.
Eq1: x + y = 330. Y = 330 - x.
Eq2: 25x + 18y = 7480.
In Eq2, replace Y with 330-x and solve for X:
25x + 18(330-x) = 7480.
25x + 5940 - 18x = 7480,
7x = 1540,
X = 220 adult tickets.
In Eq1, replace X with 220 and solve for Y.
Answered by
Taylor swift
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2. B
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1. C
2. B
3. C
100% correct, your welcome! :)
Answered by
Unmotivated person
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Answered by
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