SOLUTION: The OFY student council voted to go to a baseball game for their annual trip. They bought 30 tickets. Some of the tickets cost $21 each, and some cost $27 each. The total cost of a
Algebra.Com
Question 591963: The OFY student council voted to go to a baseball game for their annual trip. They bought 30 tickets. Some of the tickets cost $21 each, and some cost $27 each. The total cost of all the tickets was $696. How many of the $21 tickets did they buy?......PLEASE HELP
Answer by John10(297) (Show Source): You can put this solution on YOUR website!
The OFY student council voted to go to a baseball game for their annual trip. They bought 30 tickets. Some of the tickets cost $21 each, and some cost $27 each. The total cost of all the tickets was $696. How many of the $21 tickets did they buy?
--------------------------------------------
Hints:
Let's x be the number of $21 tickets and y is the number of $27 tickets.
We will have a linear system of two equations:
Total bought tickets: x + y = 30
Total cost: 21x + 27y = 696
Solve the system to find x and y.
John10:)
RELATED QUESTIONS
Can someone help me solve this?
Type of Problem: Applications of Linear Systems
Solve (answered by rothauserc)
The booster club voted on where they would go for their annual trip. A majority of the... (answered by Abbey)
The Booster Club voted on where they would go for their annual trip. A majority of the... (answered by stanbon)
The booster Club voted on where they would go for their annual trip. A majority of the... (answered by Paul)
the booster club voted on where they would go for their annual trip.a majority of the... (answered by solver91311)
A community group bought 30 tickets to an amusement park at a total cost of $810. They... (answered by lwsshak3)
The booster club bought 29 tickets to a baseball game. some of the tickets cost 21 each... (answered by Stitch)
Some History teachers at Riverside High School are purchasing tickets for students and... (answered by Boreal)
The member of the student council sold tickets to their annual fund raiser talent show... (answered by reviewermath)