If the force on a rocket moving with a velocity of 300 m/sec is 345 N, then the rate of combustion of the fuel, is
(a) 0.55 kg/sec
(b) 0.75 kg/sec
(c) 1.15 kg/sec
(d) 2.25 kg/sec
[NEET 1995]
Force is equal to rate of change in momentum: \[ F = \frac{mv -
mu}{\Delta t} \]
Fuel Mass Flow rate, $\frac{m}{\Delta t}=\dot{m}$ Initial velocity, $u=0$ $v=300 \; m/s$ \[ 345 = \dot{m} \cdot 300 \] \[
\dot{m} = \frac{345}{300} = 1.15 \]
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