water flows into a tank at rate of 2.5 litre per second calculate the time taken to fill a tank with a rectangular bass 75 cm by 100 cm to a height of 64 metre
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Answer:
Length of tank = 75 cm
Breadth of tank = 100 cm
Height of tank = 64 cm
Volume of tank = Length \times Breadth \times HeightLength×Breadth×Height
Volume of tank = 75 \times 100 \times 6475×100×64
Volume of tank = 480000 cm^3480000cm
3
1 cm^3 =0.001 l1cm
3
=0.001l
So, 480000 cm^3 =0.001 \times 480000480000cm
3
=0.001×480000
480000 cm^3 =480 l480000cm
3
=480l
2.5 liters of water flows in tank in seconds = 1
So, 1 liter of water flows in tank in seconds =\frac{1}{2.5}
2.5
1
So,480 liter of water flows in tank in seconds =\frac{1}{2.5} \times 480
2.5
1
×480
So,480 liter of water flows in tank in seconds =192192
Hence it will take 192 seconds to fill the tank.
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