Link OA of Figure 5 is given a clockwise angular velocity w = 2 rad/s as indicated. Determine the velocity v of point C for the position when 0 = 30° and b = 8 in. b 2b B Figure 5.

Draw a six-bar linkage mechanism used for holding an industrial stirrer. Points A, B, and E are on a straight line on link 2. Points B, C, and G are on a straight line on link 3. The input link 2 rotates with a constant angular velocity a of 3 rad/s (cw) at the instant. O2=0 (a) Complete the acceleration polygon according to the drawing scale given, and find the angular accelerations Oy, 04, as, and as of links 3, 4, 5, and 6, and the acceleration Ap of point F. The position of link 2 is given as input. Write down the vector loop equations of the linkage for analytical position analysis and identify the unknowns in the equations. Note: Round off all your answers to two decimal places. Dimensions: AB= 40.00 mm BE = 20.00 mm BC = 33.54 mm CG= 33.54 mm CD = 18.03 mm EF = 43.00 mm FG = 29.15 mm

The disc rolls such that the angular acceleration= 4 rad/s2 and and the angular velocity=2 rad/s. Assume A lies on the periphery of the disc, 150 mm from C.  What is the acceleration of point B on the link and the link's angular acceleration?

PLEASE ANSWER ASAP. WILL RATE IF CORRECT!