Math, asked by Sruthypotter4789, 11 months ago

In an auditorium containing 750 seats, 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, of V.I.P seats and of ordinary seats were occupied . Find the total money collected from the sale of tickets on that day.


prettystefina11: Question seems incomplete. How many are the V.I.P seats? And how many seats were occupied on the particular day?

Answers

Answered by santy2
0

Answer:

The total amount collected from both ordinary and VIP 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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