Asked by Anonymous
One evening 1500 concert tickets were sold for the Fairmont Summer Jazz Festival. Tickets
cost $25 for covered pavilion seats and $20 for lawn seats. Total receipts were $35,000. How
many of each type of tickets were sold?
Let x equal the number of pavilion seats sold.
Let y equal the number of lawn seats sold.
Complete the system of equations.
x + y =
number of pavilions seats (x) + number of lawn seats (y) = $35,000
cost $25 for covered pavilion seats and $20 for lawn seats. Total receipts were $35,000. How
many of each type of tickets were sold?
Let x equal the number of pavilion seats sold.
Let y equal the number of lawn seats sold.
Complete the system of equations.
x + y =
number of pavilions seats (x) + number of lawn seats (y) = $35,000
Answers
Answered by
Joel
number of pavilions seats(x) = x
number of lawn seats(y) =( 1500 - x)
number of pavilions seats (x) number of lawn seats (y) = $35,000
$25x $20(1500 - x) = $35,000
Hope you can go on from here.
number of lawn seats(y) =( 1500 - x)
number of pavilions seats (x) number of lawn seats (y) = $35,000
$25x $20(1500 - x) = $35,000
Hope you can go on from here.
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.