
Patrick B. answered 02/01/19
Math and computer tutor/teacher
C + 3b = 233
2C + 3B = 253
Subtracting: 2C - C = 253 - 233
C = 20
Per first equation:
20 + 3b = 233
3b = 213
b = 71
conference room seats 20.
ballroom seats 71
Paola G.
asked 02/01/19Write a system of equations to describe the situation below, solve using elimination, and fill in the blanks.
An event organizer is reserving rooms for two company-wide events. For the quarterly meeting this month, she reserved 1 conference room and 3 ballrooms, which can seat a total of 233 attendees. For safety training next month, she reserved 2 conference rooms and 3 ballrooms, which can seat 253 attendees. How many attendees can each room accommodate?
Each conference room can accommodate ___ attendees, and every ballroom can accommodate ___ attendees.
Patrick B. answered 02/01/19
Math and computer tutor/teacher
C + 3b = 233
2C + 3B = 253
Subtracting: 2C - C = 253 - 233
C = 20
Per first equation:
20 + 3b = 233
3b = 213
b = 71
conference room seats 20.
ballroom seats 71
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