For the simple gear train below, Gear A is the input gear and rotates at 2500 rpm and Gear D is the output gear for this simple gear train. The number of teeth for each gear is as follows: NA = 116 Teeth, NB = 178 Teeth, NC=70 Teeth and ND = 120 Teeth %3D %3D Calculate the output angular velocity at Gear D (WD). Give your answer in rads-1 to the nearest radian. GearD Gear A Gear D Gear Input Gear A (2500 rpm) Output Gear D

Hello good Afternoon Sir, Permission, i have a question in my homework. The following bellow is question. Please advice. Thank you Regards,Irfan In planning the combined gears of the Ferguson planetary paradox as shown in the figure below.Sun gear hand input with angular speed (w2) = 0 rpm and hand input with angular speed (w.arm) = 400 rpm counterclockwise (ccw)Where is the number of teeth:Sun gear N2 = 100 (external gear)Sun gear N3 = 99 (external gear)Sun gear N4 = 101 (external gear)Planet gear N5 = 20 (external gear)Calculate the angular velocity, for each gear using the tabulation method. The data is in the image below

Pls explain to step by step and  i will rate your answer immediately. Thanks

Below is the arrangement for a gear train. A motor delivers 200-hp at 540-RPM to the input gear A. Gear AB C D E ய ட ¡A Direction CW (a) (b) (c) (d) (e) B ic Number of teeth (f) 18 (g) 16 (h) 40 Determine the value of item (f) E iD iF Diametral Pitch 4 (j) (k) (1) 6 (m) A/ Pitch Diameter 7.50" (n) 10.00" 3.20" 8.00" (p) Speed (RPM) Center Distance (9) (w) (r) (s) (x) (t) (u) (y) (v)