A force F has the components Fx = 20 lb, Fy = -30 lb, Fz = 60 lb. Determine the magnitude F and the angle x, angle y, and angle z it forms with the axes of coordinates

Given: three forces act on a particle P. Force A has a magnitude of 55lbs and acts 30 degrees CCW from the x-axis. Force B has a magnitude of 70 lbs and acts along a ray from point P with a slope at 1/-4. Force C has a magnitude of 55 lbs lbs and acts straight left. Add the three vectors to find the magnitude of the resultant force R and the angle it makes with the positive a-axis 0.

Question 2 Find the moment of the force about each coordinate axis (x, y, and z). Then determine the moment of the force about line AO. Mx 72 Nm 2; My 3 108 Nm 6 ; Mzs 96 Nm 6 A (0,6.4)m - OR . Im B(8,0.6)m PART 1

The following figure shows five forces act at point A. Calculate the magnitude of the resultant force, and accordingly choose the nearest answer. 90 N 75 N 60 N Ve 30° 30° 45 N 30° 30° 30 N

123 c. A force, F = lbs acts at an angle, 0=) axis. The axes are rotated at A=4 Resolve the force, F, Along the a-a axis and the b-b 44° and = 27° a A y F b-b Ꮎ 136 d. Find the resultant of, F₁ = 203 lbs along the a-a axis and F₂ = lbs along the b-b axis. The a-a axis is rotated at 0 = and the b-b axis is along the 5:12 triangle as shown. State the resultant in cartesian form in x-y_coordinates. 1610 61° a-a y Ꮎ 12 2 b-b X

Find the magnitude of the resultant force

2. Calculate the resultant force of the following force system, including the magnitude, sense, angle of inclination with the X-axis. 140 kN 190 kN 30° 45° 100 kN 25 180 kN

Calculate the magnitude of the resultant for the force system shown in figure below. 600N SOON 407 30' 400N 300N

the question is attached but i need it solved using the Vecto Method  Mo= r x F

Q1: The magnitude of force vector F is given as 160 N. 15 m B a. Represent force F in terms of its Cartesian component vectors. 18 m b. Consider axis CD. Find out a component vector of F which is parallel, and another component vector which is perpendicular to axis CD. D 25 m