The high school band sold 500 tickets for a concert. The price of an adult ticket was $14.50, and the price of a student ticket was $9.50. The total amount of money collected was $5,860. Which system of linear equations can be used to find a, the number of adult tickets sold, and s, the number of student tickets sold?

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A system of linear equations which can be used to find the number of adult tickets sold (a) and the number of student tickets sold (s) is:
$a+s=500$
$14.50a + 9.50s = 5860$
Let a be the number of adult tickets sold.
Let s be the number of student tickets sold.
Given the following data:
Total number of tickets = 500 tickets
Cost of adult ticket = $14.50
Cost of student ticket = $9.50.
Total amount = $5,860.
To write a system of linear equations which can be used to find the number of adult tickets sold (a) and the number of student tickets sold (s):
Translating the word problem into an algebraic expression, we have;
The high school band sold 500 tickets:
$a+s=500$
The price of both the adult and student tickets sold:
$14.50a + 9.50s = 5860$
Find more information: brainly.com/question/3600420
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