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 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 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 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 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.

What are component of vecg along x and y axis respectively |vecg|=10m//s^(2) .

A boat man could row his boat with a speed 10 m/sec. He wants to take his boat from P to a point Q just opposite on the other bank of the river flowing at a speed 4 m/sec. He should row his boat–

A man walks towards east with certain velocity. A car is travelling along a road which is 30^(@) west of north. While a bus is travelling in another road which is 60^(@) south of west. Find the angle between velocity vector of (a) man and car (b) car and bus (c) bus and man.

A car is moving with a speed of 10m s^(-1) , If the east direction taken as x-axis and the north direction as y-axis . Write the velocity vector of car in unit vector notation.If it is moving (a) in the direction of N-E,(b) in the direction of N-W ,(C ) in the direction of S-W , and (d) in the direction of S-E .

A car A is moving with speed "40 km h"^(-1) along a straight line 30^(@) north of east and another car B is moving with same speed along a straight line 30^(@) south of east. The relative velocity of car A as observed from the car B is