SOLUTION: Ron and kathy are ticket sellers at their class play, ron handling student tickets that sell for 2.00 each anf kathy selling adult tickets for 6.50 each. If their total income for

Algebra.Com
Question 466008: Ron and kathy are ticket sellers at their class play, ron handling student tickets that sell for 2.00 each anf kathy selling adult tickets for 6.50 each. If their total income for 27 tickets was 139.50, how many did each sell?
Answer by ewatrrr(24785)   (Show Source): You can put this solution on YOUR website!
 
Hi,
27 tickets
Let x and (27-x) represent the # of adult and student tickets respectively
Question states***
6.50x + 2(27-x) = 139.50
4.5x = 85.5
x = 19, number kathy sold. Ron sold 8. (27-19)
CHECKING our Answer***
$6.5*19 + $2*8 = $123.50 + $16 = $139.50
RELATED QUESTIONS

Ron and Kathy are ticket sellers at their class play, Ron handling student tickets that... (answered by checkley77)
Ron and Kathy are ticket-sellers at their class play, Ron handling student tickets that... (answered by Theo)
Ron and Kathy are ticket-sellers at their class play, Ron handling student tickets that... (answered by dabanfield)
Solve the problem. Ron and Kathy are ticket-sellers at their class play, Ron handling... (answered by Mathtut)
Ron and Kathy are ticket-sellers at their class play, Ron handling student tickets that... (answered by Maths68)
Ron and Kathy are ticket-sellers at their class play, Ron handling student tickets that... (answered by ReadingBoosters)
Ron and kathy are ticket sellers at their class play,ron handling student tickets that... (answered by brysca)
Ron and Kathy are ticket-sellers at their class play. Ron is selling students tickets for (answered by ewatrrr)
Solve this application problem using a system of equations: Ron and Wanda are ticket... (answered by mananth)