A gear reduction system consists of three gears A, B, and C. Knowing that gear A rotates clockwise with a constant angular velocity w, = 600 rpm, determine the magnitude of angular velocities of gears B and C. (Answer: @g = 300 rpm, ccw wc = 100 rpm, cw)

Required information NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. A gear reduction system consists of three gears A, B, and C. Gear A rotates clockwise with a constant angular velocity wA = 1200 rpm. 2 in 2 in. 4 in. 6 in. Determine the accelerations of the points on gears B and C which are in contact. The acceleration of the point on gear Bis[ The acceleration of the point on gear Cis lin./s2 +. in./s2 →,

Gear 2: N2 = 25 teeth and Pd = 20 per in Gear 3: d3 = 3.5 in Gear 4: N4 = 28 teeth Gear 5: d5 = 4 in and Pd = 16 per in Gear 6: d6 = 3 in and Pd = 10 per in Gear 7: N­7 = 48 teeth Determine the rotational velocity of gear 2 as gear 7 drives at 200 rev/min counterclockwise (CCW). Determine the center distance between the shafts that carry gears 2 and 7.

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