A spaceship in space sweeps stationary interplanetary dust . As a result , its mass increase at a rate `(dM(t))/(dt) =bv^(2) (t)` , where v(t) is its instantaneous velocity . The instantaneous acceleration of the satellite is :

A satellite in a force - free space sweeps stationary interplanetary dust at a rate dM//dt = alpha v , where M is the mass , v is the velocity of the satellite and alpha is a constant. What is the deacceleration of the satellite ?

A satellite in a force - free space sweeps stationary interplanetary dust at a rate dM//dt = alpha v , where M is the mass , v is the velocity of the satellite and alpha is a constant. What is the deacceleration of the satellite ?

A satellite in a force - free space sweeps stationary interplanetary dust at a rate dM//dt = alpha v , where M is the mass , v is the velocity of the satellite and alpha is a constant. What is the deacceleration of the satellite ?

A satellite in force free space sweeps stationary interplanetary dust at a rate (dm)/(dt)= alphav where m is mass , V is the velocity of the satellite and alpha is a constant . What is the decelration of the satellite .

A satellite in force free space sweeps stationary interplanetary dust at a rate (dm)/(dt)= alphav where m is mass , V is the velocity of the satellite and alpha is a constant . What is the decelration of the satellite .

A satellite in a force-free space sweeps stationary interplantary dust at a rate (dM)/(dt) = beta upsilon , where upsilon is the speed of escaping dust w.r.t. satellite and M is the mass of saetllite at that instant. The acceleration of satellite is