14 pumps are of equal capacity can fill a tank in 6 days if the tank as to be filled in 4 days, than find the number of extra pumps needed?
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QUESTION :
14 pumps are of equal capacity can fill a tank in 6 days if the tank as to be filled in 4 days, than find the number of extra pumps needed?
SOLUTION :
This is a problem related to inverse variation since a decrease in the number of days means increase in the Number of pumps.
In 6 days Number of pump can fill a tank = 14
In 1 day Number of pump can fill a tank = 14 × 6 = 84
In 4 days Number of pump can fill a tank = 84/4= 21
the number of extra pumps needed = 21 - 14 = 7 pumps .
Hence, the number of extra pumps needed is 7.
HOPE THIS WILL HELP YOU..
14 pumps are of equal capacity can fill a tank in 6 days if the tank as to be filled in 4 days, than find the number of extra pumps needed?
SOLUTION :
This is a problem related to inverse variation since a decrease in the number of days means increase in the Number of pumps.
In 6 days Number of pump can fill a tank = 14
In 1 day Number of pump can fill a tank = 14 × 6 = 84
In 4 days Number of pump can fill a tank = 84/4= 21
the number of extra pumps needed = 21 - 14 = 7 pumps .
Hence, the number of extra pumps needed is 7.
HOPE THIS WILL HELP YOU..
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