The X and Y components of a force F acting at `30^(@)` to x-axis are respectively :

The x and y components of a a force are 2N and -3N . The force is

A force of 30 dyn is inclined to the y-axis at an angle of 60^(@) . Find the components of the force along x and y axes respectively.

The x and y-components of vector A are 4 m and 6 m respectively. The x and y-components of vector A + B are 10 m and 9 m respectively. Calculate for the vector B the following: (a) its x and y-components (b) its length (c ) the angle it makes with x-axis.

The x and y-components of vector A are 4 m and 6 m respectively. The x and y-components of vector A + B are 10 m and 9 m respectively. Calculate for the vector B the following: (a) its x and y-components (b) its length (c ) the angle it makes with x-axis.

The x and y-components of vector A are 4 m and 6 m respectively. The x and y-components of vector A + B are 10 m and 9 m respectively. Calculate for the vector B the following: (a) its x and y-components (b) its length (c ) the angle it makes with x-axis.

Two vectors ( veca and vecb ) have equal magnitudes of 12 units. These vectors are making angles 30^(@) and 120^(@) with the x-axis respectively. Their sum is vec r .Then the x and y components of r are