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I need a better formula to solve this problem. Anyone who can help?

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Let the capacity of tank be 'x' liters.
Inflow (inlet pipe): 240 liters per hour
Outflow (Leak): x/6 liters per hour
Net Outflow (Outflow - Inflow): (x/6 - 240) liters per hour
Total outflow in 8 hours: 8(x/6 - 240) liters which is all the water in the tank since the tank empties in 8 hours.
Therefore, 8(x/6 - 240) = x.
Thus x=5760 liters. Ans.: C
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A leak in the bottom of a tank can empty the full tank in 6 hours. An inlet pipe fills water at the rate of 4 liters a minute. When the tank is full, the inlet is opened and due to the leak, the tank is empty in 8 hours. Find the capacity of the tank.

A. 5780 liters
B. 5770 liters
C. 5760 liters
D. 5750 litres
E. 5790 liters

net effective time it will take to empty the tank ; 1/6-1/8 ; 1/24 hrs or says 24 hrs
and inlet rate ; 4 ltrs per min; 4*60 ; 240 ltrs per min
so capacity of tank ; 240*24 ; 5760 ltrs
IMO C
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DisciplinedPrep
A leak in the bottom of a tank can empty the full tank in 6 hours. An inlet pipe fills water at the rate of 4 liters a minute. When the tank is full, the inlet is opened and due to the leak, the tank is empty in 8 hours. Find the capacity of the tank.

A. 5780 liters
B. 5770 liters
C. 5760 liters
D. 5750 litres
E. 5790 liters

We can let N = the number of liters of water in the tank when it’s full. Therefore, the rate of the leak (without any inlet pipe filling the tank) is N/(60 x 6) = N/360 liters per minute. However, with the inlet pipe filling the tank at 4 liters per minute, the rate of the leak is N/(60 x 8) = N/480 liters per minute. Therefore, we can create the equation:

N/360 - 4 = N/480

Multiply both sides by 1440, we have:

4N - 5760 = 3N

N = 5760

Answer: C
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