A man rows a boat with a speed of `18Km h^(-1)` in the north-west direction (figure). The shoreline makes an angle of `15^(@)` south of west. Obtain the components of the velocity of the boat along the shoreline and perpendicular to the shoreline.

A man rows a boat with a speed of 18 km/hr in northwest direction. The shoeline makes an angle of 15^(@) south of west. Obtain the component of the velocity of the boat along the shoreline:

A man rides a jet boat with a speed of 40 km//hr in the north -east direction and the shore line makes an angle of 10^(@) south of east . Find the component of the velocity of the jet boat (i) along the shoreline (ii) perpendicular to the shoreline.

A man rides a jet boat with a speed of 40 km//hr in the north -east direction and the shore line makes an angle of 10^(@) south of east . Find the component of the velocity of the jet boat (i) along the shoreline and (ii) perpendicular to the shoreline .

A man rows a boat with a speed 10 m/s along N-E direction. The shore line is 15^(@) south of east. . What are components of the velocity vector along and perpendicular to shore?

A boat is travelling with a speed of "27 km h"^(-1) due east. An observer is situated at 30 m south of the line of travel. The angular velocity of the boat relative to be the observer in the position shown will be

The velocity of a body is 100 km h^(-1) , 30^(@) west of south . Find the north ad east components of the vector.

A boat which has a spped of 5km h^(-1) in still water crosses a river of width 1 km along the shortest possible path in 15 minutes. Calculate the velocity of river water.