The horizontal and vertical components of a force are 8N and 15N respectively. The force is

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

Statement-1 : If the rectangular components of a force are 8 N and 6 N, then the magnitude of the force is 10 N. Statement-2 : If |vecA|=|vecB|=1 then |vecA xx vecB|^(2) +|vecA .vecB|^(2) = 1

The horizontal beam in figure weighs 150 N , and its centre of gravity is at its centre. Find The horizontal and vertical components of the force exerted on the beam at the wall,

The greatest and least resultant of two forces are 7N and 3N respectively. If each of the force is increased by 3 N and applied at 60^(@) .The magnitude of the resultant is

Assertion: If the rectangular components of a force are 24N and 7N, then the magnitude of the force is 25N. Reason : If |vecA|=|vecN|=1 then |vecAxxvecN|^(2)+|vecA.vecN|^(2)=1

The greater and least resultant of two forces is 4N and 2N respectively.If each of the force is increased by 2N and applied at 120degree .The magnitude of the resultant is

Two forces A and B are acting at a point . The least and greatest resultants of these forces are 5 N and 10 N respectively . If each of these forces is decreased by 2 N , then what will be the resultant of these new forces acting at an angle of 30^(@) to each other ?

The greatest and the least resultant of two force acting at a point are 29N and 5N respectively. If each force is increased by 3N, find the resultant of two new forces acting at right angle of each other.

The neck and bottom of a bottle are 3 cm and 15 cm in radius respectively. If the cork is pressed with a force 12 N in the neck of the bottle, then force exerted on the bottom of the bottle is :-

A force is inclined at an angle of 60^(@) from the horizontal. If the horizontal component of the force is 40N. Calculate the vertical component.