A snooker tournament charges $45.00 for VIP seats and $20.00 for general admission (“regular” seats). On a certain night, a total of 320 tickets were sold, for a total cost of $7,500. How many fewer tickets were sold that night for VIP seats than for general admission seats?  Select:
A) 200 B) 276 C) 230 D) 240 E) 250
let no of sits in vip enclosure is x then x*45 +20( 320-x) =7500 or 25x = 7500 -6400 , x = 1100/25= 
<gadget id="calculator">1100/25</gadget>
<output>44</output>
44   vip=44 general 320-44= 
<gadget id="calculator">320-44</gadget>
<output>276</output>
276   276
<result>B</result>
A snooker tournament charges $45.00 for VIP seats and $20.00 for general admission (“regular” seats). On a certain night, a total of 320 tickets were sold, for a total cost of $7,500. How many fewer tickets were sold that night for VIP seats than for general admission seats?