Ticket prices for a school play are $7.50 for students and $10.00 for adults . For a given performance , 200 tickets were sold , and the performance took in $1,775. Solving which of the following systems of equations yields the number of student tickets , x , and the number of adult ticket , y, that were bought for that performance ?

Tickets for a concert cost $4.50 for children and $12.00 for adults. 4460 concert tickets were sold for a total cost of $29,220 . Solving which of the following systems of equations yeilds the number of children, c, and numbr of adults, a, that purchased concert tickets?

Two types of tickets were sold for a concert held at an amphitheater. Tickets to sit on a bench during the concert cost $75 each, and tickets to sit on the lawn during the concert cost $40 each. Organizers of the concert announced that 350 tickets had been sold and that $19,250 had been raised through ticket sales alone. Which of the following systems of equations could be used to find the number of tickets for bench seats, B, and the number of tickets for lawn seats, L, that were sold for the concert?

Bailey's Boutique Clothing is having a 20% off sale during which shirts cost $30.00 and pants cost $60.00. On the day of the sale, Bailey's sells a total of 60 shirts and pants and earned a total of $2,250. On a regular day, Bailey's sells 2/3 the number of shirts and pants sold during the sale and earns a total of $1,875. Solving which of the following system of equations yields the number of shirts,s, and the number of pants,p, sold during a regular day?

Read the bar graph shown in fig. and answer the following questions Of which state were the maximum number of tickets sold?

Read the bar graph shown in fig. and answer the following questions Of which state were the minimum number of tickets sold?

Tickets for a school talent show cost $2 for students and $3 for adults. If Chris spends at least $11 but no more than $14 on x student tickets and 1 adult ticket, what is one possible value of x ?

Mr. RK Agrawal is owner of a famous amusement park in Delhi. Generally he does not go to park and it is managed by team of staff. The ticket charge for the park is Rs 150 for children and Rs 400 for adults. One day Mr Agrawal decided to random check the park and went there. When he checked the cash counter, he found that 480 tickets were sold and Rs 134500 was collected. Let the number of children visited be x and the number of adults visited be y . Which of the following is the correct system of equation that model the problem ?

Tickets to play cost $10 for children and $25 for adultes. If 90 tickets were sold, were more adult tickets sold than chidren's tickets? (1) The average revenue per ticket was $18. (2) The revenue from ticket sales exceeded $1,750