The rod of length L and mass m is pinned at O and rotates counterclockwise with an angular acceleration ax and angular velocity w in the position shown. What is the acceleration of point G in the x-direction? C * b 0 w, d ra directed to the right zero rw² directed to the left rw² directed to the right.

F. What is the speed at the halfway point?

1. An object's position as a function of time in the x-direction is given by; x(t) : 10 +5e-0.3t (Assume constants have proper SI Units). (E+1)

A) i.,ii.,iii,

A. using your measured distance (35 inches) your average time of motion (drop times 2.04s,1.78,2.26,1.59,1.87 and 1.91)and the constant acceleration equation (x=1/2 at^2)calculate the acceration of the atwood machine. B. using m2-m2/m1+m2(9.8)=20/40=0.5x9.8=4.9 and the masses (60,70g) calculate the expected acceleration. C. what quanatiative compariosn is most appropriate between your results (percent difference or error)?

Thank you in advance. A-C

question e and f

1. Answer question throughly with as many details as possible since I don’t understand the concept or problem.

A car travels with an average speed of 8.00 meter/second. A. What is the speed in km/s? B. What is the speed in mile/hour? Hint: 1km =1000.0 meters

If Rx is unique and we increase R1. How does L3 and L2 change to keep getting the same Rx? a. L2 and L3 increase proportionally. b. L2 increases while L3 decreases. c. L2 and L3 decrease proportionally. d. L2 decreases while L3 increases.