A train of mass 100 tons `(1` tons `=1000kg)` runs on a meter gauge track ( distance between the two rails is `1m)`. The coefficient of friction between the rails and the train is `0045`. The train is powered by an electric engine of `90%` efficiency. The train is moving with uniform speed of `72 kmph` at its highest speed limilt . Horizontal and vertical component of earth's magnetic field and `B_(H)=10^(-5)T` and `B_(V)=2xx10^(-5)T`. Assume the body of the train and rails to be perfectly conducting.
The electrical power consumed by the trains is

A train of mass 100 tons (1 tons =1000kg) runs on a meter gauge track ( distance between the two rails is 1m) . The coefficient of friction between the rails and the train is 0045 . The train is powered by an electric engine of 90% efficiency. The train is moving with uniform speed of 72 kmph at its highest speed limilt . Horizontal and vertical component of earth's magnetic field and B_(H)=10^(-5)T and B_(V)=2xx10^(-5)T . Assume the body of the train and rails to be perfectly conducting. The potential difference between the two rails is

A train of mass 100 tons (1 tons =1000kg) runs on a meter gauge track ( distance between the two rails is 1m) . The coefficient of friction between the rails and the train is 0045 . The train is powered by an electric engine of 90% efficiency. The train is moving with uniform speed of 72 kmph at its highest speed limilt . Horizontal and vertical component of earth's magnetic field and B_(H)=10^(-5)T and B_(V)=2xx10^(-5)T . Assume the body of the train and rails to be perfectly conducting. If now a resistor of 10^(-3)Omega is attached of between the rwo rails, the extra units of energy ( electricity) consumed dueing a 324 km rund of the train is ( 1 unit of power =1kW Hour ) ( assume the speed of train to remain unchanged.

A meter gauge train runs northwards with a constant speed of 22 m/s on a horizontal track. If the vertical component of the earth's magnetic field at that place is 3xx10^(-4)T . The emf induced in its axle is

A metre gauge train is running due north with a constant speed of 90 km h^(-1) on a horizontal track. If the vertical component of earth's magnetic field is 3 xx 10^(-5) Wb m^(-2) , calculate the e.m.f. induced across the axle of the train of length 1.25 m

A metre gauge train is runing due north with a constant speed of 90 km h^-1 on a horizontal track. If the vertical component of earth's magnetic ield is 3xx10^-5 W b m^-2 , calculate the e.m.f. induced across the axle of the train of length 1.25 cm.

A metergauge train runs northwards with a constant speed of 22 m/s on a horizontal track.The vertical component of the earth's magnetic field at that place is 3 xx 10^-4 T . the emf induced in its axle is

Find the force required to move a train of mass 10^(5) kg up an incline of 1 in 50 with an acceleration of 2 ms^(-2) . Coefficient of friction between the train and rails is 0.005. Take g = 10^(2) .

An engine of 100H.P draws a train of mass 100 metic ton with a velocity of 36km h^(-1) Find the coefficient of friction.