3. The member OA rotates in vertical plane about a horizontal axis through O with a constant counter clockwise velocity w=3 rad/s. As it passes the position 0=0, a small mass m is placed upon it at a radial distance r=0.5 m. If the mass is observed to slip at 0=37°, find the coefficient of friction between the mass and the member. Answer: μk = 0.1875 Solution Ө
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- Please do help me with this please. It is a physics question. Please, i promise to give a perfect feedback to you.A conical pendulum is set up with a bob whose mass is 6.0 kg. When it is set in motion, at a speed of 0.60 m/s, the string makes a 12.0 degree angle with the vertical. a) Find the radius of the horizontal circle the conical pendulum traces out. b) Find the length of the string.c) Find the magnitude of the tension in the string.A coin of mass m and rotates on a circular platform of radius r at the fastest speed possible without the coin sliding off. In this case, the coin makes each revolution in 5.1 seconds (its period). The coin and platform have a coefficient of friction, that is unchanged. If the mass of the coin is increased by a factor of 7, what would be the new period? Give your answer to 1 decimal place
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