Best Answer

8 Adult tickets

More answers

Lvl 4

8 Adult tickets in total

A+Lead

Lvl 1

8

Q: Mimi had 174 to buy tickets to a concert The adult tickets cost 10.50 and the student tickets cost 7.50 She bought 4 more student tickets than adult tickets How many adult tickets did she buy?

Write your answer...

Submit

Still have questions?

Continue Learning about Other Math

12 student tickets

870 + 540 = 1410

Your question lacks the info necessary to answer it.How many tickets were sold in total?What percentage of either student or adult tickets sales were sold?Your question cannot be answered as written.

Adults: 325 Student: 175

325 Tickets sold to adults 400 tickets sold to students

Related questions

12 student tickets

870 + 540 = 1410

Your question lacks the info necessary to answer it.How many tickets were sold in total?What percentage of either student or adult tickets sales were sold?Your question cannot be answered as written.

Adults: 325 Student: 175

20 they bought 20 tickets for both adults and children

answer is 325 adult tickets were sold ( fmtickets.com )

220 Tickets at 3 = 660 241 Tickets at 4 = 964 ---------------------------- 461 1624

67 adult ticket 58 student tickets total cost $413 total tickets 125 just set up a set of simultaneous equations such as if number of adult tickets is x and number of student tickets is y x+y=125 since 125 tickets are being bought then multiply amount of tickets by ticket cost 4x+2.5y=413 both equations are true so the easiest way to solve it is by solving the first equation first by saying x=125-y plug this new value of x into the second equation by replacing x 4(125-y) +2.5y=413 solve this equation for y then plug the value of y back into x=125-y to find the value for x

325 Tickets sold to adults 400 tickets sold to students

700/2 = 350350 - 25 = 325325 adult tickets700 - 325 = 375375 kids tickets

If A is number of adult tickets, and B is number of student tickets, we get a system of two equations for two unknowns: 4A+2B=2446 A+B=920 By solving this system, we obtain B=617

Let A be the number of adult tickets sold. As 325 tickets in total were sold, the number sold to students was 325 - A. The income from the sale of adult tickets = A x 5 = 5A The income from the sale of student tickets = (325 - A) x 2 = 650 - 2A Total Income = 995 = 5A + 650 - 2A = 3A + 650 3A = 995 - 650 = 345 A = 115, therefore S = 325 - 115 = 210. 115 Adult tickets were sold and 210 Student tickets.