Two trains, each moving with a speed of 30 m/s, are headed towards each other on the same straight track. The speed of one train as observed from the other is:
A river flows east at 4 m/s. A boat can do 5 m/s in still water. To go straight across (perpendicular to bank), the boat must head at angle ΞΈ upstream where sinΞΈ =
A river 100 m wide flows at 3 m/s. A boat crosses at 4 m/s perpendicular to bank. The drift (downstream displacement) when the boat reaches the other bank is: