In the figure below, three forces act on a bracket as shown. Find the angle θ such that the resultant's direction of the three forces is along the y-axis. Question 5 options: a) 64.6 degrees b) 63.7 degrees c) 61.5 degrees d) 59.8 degrees

The following forces act at a point:(i) 20 N inclined at 30º towards North of East.(ii) 25 N towards North.(iii)30 N towards North West and(iv)35 N inclined at 40º towards South of west.Find the magnitude and direction of resultant force.

The forces whose magnitude is in the ratio of 3:5 give a resultant of 35N. If the angle b/w them is 60°. Find the magnitude of each force.

Two forces P and Q acts on a hook as shown.             Given: P = 100 N; θ1 = 19°If Q = 200 kN, find θ2 such that the resultant of the forces is vertically downward.QUESTION 8ANSWERA.61.79°B.60.79°C.59.97°D.62.68°Clear my choice

What is the direction of the resultant of the concurrent forces shown from the positive x-axis?        Given:        P =20 kN; Q = 15 kN; R = 5 kN; S = 5 kN        θ = 60°; α = 45°; β = 19°.QUESTION 2ANSWERA.26.91°B.144.43°C.37.76°D.153.09°

Two forces equal in magnitude have a resultant with its magnitude equal to either. The anglebetween them is