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The gas tank of a car is filled with a nozzle that discharges gasoline at a constant flow rate. Based on unit considerations of quantities, choose the correct relation for the filling time in terms of the volume V of the tank (in L) and the discharge rate

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Answer:


V=(dV)/(dt).t

Step-by-step explanation:

Given that nozzle discharge at constant flow rate.

Volume of tank is V

Lets constant flow rate =Q

We know that


Q=(dV)/(dt)\ L^3/s

To find the time t,at a volume V

V = Q .t


V=(dV)/(dt).t

Where t is the filling time of volume .

dV/dt is the volume floe rate .

Q is the discharge.

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