Math, asked by Anonymous, 1 year ago

In an auditorium containing 750 seats, 2/15 of the seats are V.I.P seats and ticket rate for each of these seats is AED 875.50 .The ticket rate for each of the remaining seats is AED 550.25. On a particular day, 2/5 of V.I.P seats and 11/13 of ordinary seats were occupied . Find the total money collected from the sale of tickets on that day.

Answers

Answered by Anonymous
9

Answer:

337657.5 AED

Step-by-step explanation:

VIP seats=750*2/15=100

So other seats are 750-100=650

2/5 of VIP seats=100*2/5=40

collection of 40 vip seats=40*875.5=35020 AED

11/13 of 650 other seats=650*11/13=550

collection of 550 seats=550*550.25=302637.5

Total collection= 35020+302637.5

=337657.5 AED


Anonymous: ok thanks
Answered by santy2
5

Answer:

The total money collected from both the VIP and the ordinary seats on that particular day is 337657.50 AED.

Step-by-step explanation:

Step 1 : Calculate the number of seats of each type - the ordinary and the VIP seats.

The VIP seats = 2/15 × 750 = 100 seats.

The ordinary seats = the remaining seats = 750 - 100 = 650 seats.

Step 2 : Calculate the seats occupied on that particular day.

VIP seats = 2/5 × 100 = 40 seats.

Ordinary seats = 11/13 × 650 = 550 seats.

Step 3 : Calculate the money collected on the sale of each type.

VIP seats = 40 × 875.50 = 35020 AED.

Ordinary seats = 550 × 550.25 = 302637.5 AED

Step 4 : Calculate the total money collected from both types.

302637.5 AED + 35020 AED = 337657.50 AED.

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