Problem: The price of the front stall ticket is$\frac{1}{3}$inf the price of a rear stall ticket. When all the tickets are sold. the total receipts from the 600 rear stall and 450 front stall seats are Th. 45000.What is the price of each kind ticket?
View all: BANGLADESH BANK(AB) | WRITTEN QUESTION (MATH) SOLVE | 1993
Correct Answer: ans: Tk. 60 & Tk. 20.
Explanation:
Let, the price of each rear stall ticket is x
The price of each front stall ticket is of $\frac{\frac{x}{}}{3}$
The total price of rear stall = 600$\times$x = 600x
The total price of rear stall = 450$\times \frac{x}{2}$=150x
According to question,
600x + 150x = 45000
750x = 45000
x = 60
The price of each rear stall ticket is Tk. 60 and front stall is $\frac{60}{3}$=20 tk