please help with solving the variables in the drawing of the photo
(rc, wc, wb, rb,...
Dynamics Project: Part 1 Project Description: The saw blade in a lumber mill is required to remain in the horizontal position and undergo a complete Dack-and-forth motion in 2 seconds. An electric motor having a shaft rotation of 50 rad/s constant, is available to power the saw and can be located anywhere. Design a mechanism that will transfer the rotation of the motor's shaft to the saw blade. To do this, first design a gear mechanism (with at least 3 gears!) that will give the final pulley a complete revolution in 2s. This is the first part of your project! Note: This project can be solved easily if you find first wc. Think what would be that angular velocity in order for gear C to do a complete revolution in 2s. WA = so rau/s ro WB rB= rA= WC so rad radus of 109 not needed feet -us costamery system in Reword top descrenon Project Requirements: 1. Cover page 2. Introduction or problem statement. 3. A detail description of how your design works (use the Engineering System!). Example: In my design the motor turns Gear A (radius 3 inches) with a speed of 50 rad/sec. Gear A gives Gear B (radius 10 inches) an angular velocity of 10 rad/sec which in turn gives Gear C the desire angular velocity of ??? for the blade to undergo a complete back and forward motion in 25. 4. A detail drawing of your Design. Label each gear, include radii, angular velocities for each one. Show dimensions. 5. An Equation Page showing a detail step by step procedure of how you solve your problem to find the angular velocity needed for the blade to undergo a back and forward cycle in 2s. Show all equations. you get all valves prus work where