Tickets for a celebrity golf tournament were sold before the tournament and on the day of the tournament. After reviewing ticket sales, the tournament director found that 150 fewer tickets were purchased on the day of the tournament than before the tournament. A total of 898 tickets were sold. How many tickets were sold on the day of the tournament?

314 tickets

374 tickets

524 tickets

748 tickets

Question

Mathematics

Baron Raymond

29 May, 21:29

Tickets for a celebrity golf tournament were sold before the tournament and on the day of the tournament. After reviewing ticket sales, the tournament director found that 150 fewer tickets were purchased on the day of the tournament than before the tournament. A total of 898 tickets were sold. How many tickets were sold on the day of the tournament?

314 tickets

374 tickets

524 tickets

748 tickets

+2

Answers (2)

Know the Answer?

Colten Fletcher · Answer 1

X = # of before tickets, y = # of day of tournament tickets

x + y = 898

x = y + 150

y + 150 + y = 898

2y + 150 = 898

2y = 898 - 150

2y = 748

y = 748/2

y = 374 < = = = day of tournament

x + y = 898

x + 374 = 898

x = 898 - 374

x = 524 <===before the tournament

Jaida Guzman · Answer 2

748 tickets. You take away 150 from 898 because 150 less tickets were sold the day of the golf tournament