Problem 1) Determine the angular velocity of link AD if the angular velocity of link BC = 3 rad/s and 0 = 30°. A 32" 16" B 20" C 20" D 8"
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- Fast pls solve this question correctly in 5 min pls I will give u like for sure Sk a=75 mm b=160 mm c=20 mm determine the moment of interia Y primeDo not solve for angular acceleration. Why is the angular velocity positive 0.283? i could only get -0.283. May i know where i went wrong? My working is shown in the 2nd pic Solve it without using the instanenous center of zero velocity.Exercise 6.2. Label the drawing that is attached. 1. Create datum plane A on the right hand face in the side view. 2. Create datum plane B on the bottom surface in the front view. 3. Create datum plane C on the top surface of the 40 mm tab. 4. Create datum center plane D in the center of the tab. 5. Create datum center plane E in the center of the 100 mm slot. 6. Create datum plane F on the left side of the slot. 7. Create a partial datum plane G on the top of the part in the front view. The length is 120 mm from the right side. 8. Create datum H, axis and two planes, through the two 10 mm holes. 9. Create datum axis J from the 60 mm hole. 10. Datum features can be placed into two categories - datum features of size and datum features without size. Place an "X" next to all the datum features of size.
- UPVOTE will be given! Please write the complete solutions legibly. No long explanation needed. Answer in 2 decimal places. Dynamics of Rigid Bodies A particle moves that is defined by the parametric equations given below (where x and y are in meters, and t is in seconds). Solve the angular velocity (rad/s) at t = 2 seconds. x = 3t2 - 1 ; y = t3 - 3t2 + t - 3A bicycle with 20-in.-diameter wheels has its gears set so that the chain has a 6-in. radius on the front sprocket and 4-in. radius on the rear sprocket. The cyclist pedals at 175 rpm.Find the linear speed of the bicycle in in/min (correct to at least two decimal places) in/minIn the system on the picture the bigger wheel is not moving, the smaller wheel is connected to the center of the bigger wheel with the rod and it can rotate around the bigger wheel. the smaller wheel starts its movement with angular acceleration ε=10rad/s^2. find the acceleration of point B (marked in a drawing) after 1 full rotation. The radius of the bigger wheel is equal to 0,3m. The radius of the smaller wheel is equal to 0,1m.
- Identify the number of revolutions made by a wheel which completes 60π rotations. a. 26 b. 10 c. 54 d. 30Determine the velocity of the slider D as well as the angular velocity of link 3 assuming link 2 is rotating at 100 rpm CCW. Assume all measurements or dimensions provided are in cm. All diagrams are to scale with the indicated lengths/coordinates. Please show your work. Use the velocity polygon method to solve. Thank you!What is the speed of the connector pin at B if the angular velocity of the bar AB is 8 rad/s clockwise?