If all surfaces are smooth then find acceleration of centre of mass at given instant. 2m 60 m 60° 60° (A) m/s? (3) ( -). 7 g m/s? (C) (i- 2V3 4 5 g m/s?
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Q: Q3 Use the graphing method to find the resultant and its direction of the forces shown in figure 1.
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- Calculate the velocity and acceleration at points P and Q if the angular velocity is 20 rad/s constant, with length OP = 20 cm and PQ = 25 cm.A satellite and a space probe are connected by a cable as shown in the figure below. The satellite is 450 kg and the space probe is 50 kg. The satellite, the probe and cable are rotating together and with angular velocity w0 = 1 rpm. If satellite A unreel a 7m of additional cable, what would be the angular velocity afterward?A highway curve with a radius of 120 m is banked so thatthere is no lateral pressure on the wheels of a car at aspeed of 48 kph. A car weighing 17.8 kN with 1.5-mdistance between its wheels and height h = 0.70 m travelsaround the curve at 96 kph. (a) What is the normal forceon the car’s outer wheels? (b) If friction is great enough toprevent skidding, at what speed would overturningimpend?
- An airplane heads due north with a velocity of 250 mi/hr. A west windis blowing with a velocity of 40 mi/hr. What is the velocity of the airplanerelative to the ground?A shaft 5.0 cm in diameter and rotating at 2,400 rpm, comes to a full stop in 6.0 seconds. It slows down to 1200 rpm during the first 2.0 seconds and comes to a full stop at the end of the sixth second. The acceleration is constant during both segments of the motion. Determine: a.The total number of turns it completes during the 6.0 seconds it is slowing down, b.the distance traveled by a point on the rim of the shaft during this time, and c.the average acceleration during the first 2.0 seconds in rad/s2.Hi there, could I please have some help solving the question below. Thank you very much in advance. A particle of mass 4.9 kg is traveling on a constant 8.7m radius with a tangential speed of 1.4e-0.125t m.s-1. 1. Determine the rotational speed of the mass at t=2.6 seconds. 2. Determine the tangential force at t=2.6 seconds. 3. Determine the normal force at t=2.6 seconds.