A tank’s capacity is 1600 $c m^{3}$ . If the time taken by tap to empty the tank is 20 min, then the rate of emptying the tank is __ $c m^{3} / m i n$

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Solution

Capacity of the tank = 1600 cm³
Time taken = 20 min
Rate of flow = $\frac{1600}{20}$ = 80 $c m^{3} / m i n$

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A tank’s capacity is 1600 cm3. If the time taken by tap to empty the tank is 20 min, then the rate of emptying the tank is __ cm3/min

Capacity of the tank = 1600 cm3 Time taken = 20 min Rate of flow = 160020 = 80 cm3/min

A tank’s capacity is 1600 $c m^{3}$ . If the time taken by tap to empty the tank is 20 min, then the rate of emptying the tank is __ $c m^{3} / m i n$

Capacity of the tank = 1600 cm³
Time taken = 20 min
Rate of flow = $\frac{1600}{20}$ = 80 $c m^{3} / m i n$