Using the effective component method, determine the linear and angu- lar velocities of point C in Figure P.16 for any of the following conditions: 30°, w = 1 rad/sec (clockwise) a. 0 = b. 0 = 30°, w = 1 rad/sec (counterclockwise) 0 = 60°, w =1 rad/sec (clockwise) d. 0 = 60°, w = 1 rad/sec (counterclockwise) c.

Q: Determine the components of the force of reaction at point A. Assume that the positive x and y axes…

A: Given Data:   To Find: (a) Components of forces at A. (b) Moment of reaction at A.

Q: The resultant of the three forces is a force R that passes through point B. Determine R and F.

A:

Q: Do the Resultant Force Equals Zero?

A: No, it is not mandatory that a resultant force must be equal to zero, it may be zero and may not be…

Q: The x component of the cross product of the vector from C to D times the force F. (Use the format…

A: Solution:-Given dataA≡0,2,0B≡4,4,4C≡0,0,4D≡4,0,0F=105 N

Q: 2.5". 45 45°

A: Let’s divide the shaded area into two sections. Section 1 is a circular arc OCD and section 2 is a…

Q: F (given 30 N) into AB and AC. 0=23º and F A 35° C

A:

Q: Consider the pipe shown in (Figure 1). The forces F = 650 N, F = 700 N , and F3 = 700 N are paral…

A:

Q: 123 c. A force, F = lbs acts at an angle, 0=) axis. The axes are rotated at A=4 Resolve the force,…

A: Step 1: (c) Step 2: (d)where i is unit vector along positive x-axis and j is unit vector along…

Q: Q1. The force acting on the gear tooth is F = 20 N. Resolve this force into two components acting…

A:

Slope and Deflection

The slope in a deflected beam is described as an angle in radians made by the tangent of the section with the original axis of the beam. The deflection at any point on the axis of the beam is defined as the lateral displacement of the point before and after loading.