Posted by **Kelsey** on Tuesday, January 22, 2013 at 3:08pm.

Tickets to the school musical cost $3 for students and $5 for non students. Total ticket sales were $1790. The number of student tickets sold was 100 less than twice the number of non student tickets sold.

Write a system of equations to represent this situation. Solve the system of equations. How many student tickets sold? How many non students?

- Algebra 2 -
**Steve**, Tuesday, January 22, 2013 at 3:10pm
3s+5n = 1790

s = 2n-100

(s,n) = (190,280)

- Algebra 2 -
**loliza**, Monday, February 4, 2013 at 10:28pm
5n + 3n = 1790

n= tickets sold for non student

2n-100 = tickets sold for student

So,

5n + 3(2n-100)= 1790

5n + 6n - 300 = 1790

11n = 1790+300

11n= 2090

n= 190

So, substituting the value of n we 5(190)+ 3(2(190)-100) =1790

950 + 840 =1790

## Answer this Question

## Related Questions

- math - The total ticket sales for the school basketball game were $1625. Adult ...
- algebra - A movie theater has 400 seats. Tickets at the theater cost $8 for ...
- math - if total ticket sales were $1625 adult tickets were $7.00 and student ...
- math - the students are selling tickets to the school fair. all tickets cost the...
- Math - The drama club raised a total of $1,123.50 selling tickets to its ...
- Math - THe total ticket sales for the basketball game were $1,625.00. Adult ...
- algebra - Ticket Prices Two hundred tickets were sold for a baseball game, which...
- algebra word problem - Not exactly sure how to solve this. 2000 tickets were ...
- Algebra 1- PLEASE help - Roberta sold fifty tickets for the school play. Roberta...
- Please Algebra 1 - Roberta sold fifty tickets for the school play. Roberta sold...

More Related Questions