Chapter 2, Problem 55P

Determine the magnitude and the coordinate direction angles of the resultant force acting on the ring.

Express the force F as a Cartesian vector and calculate the direction angles that the force makes to the axes.

IF phi = 30° , F 1 = 5kN and the resultant force is to be directed along positive y-axis , determine the magnitude of the resultant force if F2 is to be minimum . Also what is F2 and angle theta?

Draw the FBD. Determine the magnitude of the resultant force and its direction, measured clockwise from the positive y-axis. F = 750 N 45 30 F = 625 N F = 850 N

Find the resultant force. What angle does it make with East ? 25 N due North ; 10 N North-East ; 15 N due East ; 20 N 30° East of South ; 30 N 60° South of West. These are the given in the problem and in the illustration, please give the answer based on these given.  Give the proper solution.

the x-component of the force is

Determine the magnitude of the resultant force and its direction, measured counterclockwise from the positive x axis, F, = 8 kN F= 5 kN F = 4 kN

2. Determine the coordinate angle for F2 and then express each force acting on the bracket as Cartesian vector. (5pts) F = 450 N 30 60 F;= 600 N

A force of 800 kN is applied at point B and is directed towards point F. The Force at D = 0 and does not apply. Determine the component of the force that acts in the direction of line BE. Write this component as a Cartesian vector. The answer is (299i-598j+199k) kN, please show in depth how to solve.