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A mass of 2kg is tied to the end of a string of length 1m. It is, then, whirled in a vertical circle with a constant speed of 5 ms-1. Given that g = 10 ms-2. At which of the following locations of tension in the string will be 70 N (a) At the top (b) At the bottom (c) When the string is horizontal (d) At none of the above locations

Apr 11, 2018 · A stone of mass 2kg is whirled in a horizontal circle of radius 0.5m. The tension in the string was found to be 64N. Determine the velocity of the stone in the circle. Date posted: April 11, 2018. Answers (1) Calculate the period and frequency of a particle in a circular path moving at an angular velocity of 4p rads-1. (Solved)

It then collides with a stationary object of mass 2m. If both objects stick together in a perfectly inelastic collision, what is the final speed of the newly formed object? (A) v / 3 (B) v / 2 (C) 2v / 3 (D) 3v / 2 13. A 50 kg skater at rest on a frictionless rink throws a 2 kg ball, giving the ball a velocity of 10 m/s. Which

mass M2= 2 kg. The system is released from rest when the lighter mass is on the floor and the heavier mass is 1.8 m above the floor. How long does it take the heavier mass to hit the floor? Conceptual Analysis: - The system accelerates so that mass 1 will move down, mass 2 will move up, and the pulley will rotate counter clockwise.

It's answer is very simple. Concept: The amount of force applied on any body, particle, charged particle, object, system or a matter directly depends upon the proudct of the amount of the mass and the acceleration contained in the body.

Jan 15, 2020 · 2 kg mass is tied to a string at one end and rotated in a horizontal circle of radius 0.8 m about the other end. If the breaking tension in the string is 250 N, find the maximum speed at which mass can be rotated. Given: Mass of a body = m = 2 kg, radius of circular path = r = 0.8 m, Centripetal force = F = 250 N.

Mar 29, 2007 · At the bottom, it stikes a block of mass M =7.00 kg which is at rest on a horizonatal surface. (Assume a smooth transition at the botttom of the incline.) If the collision is elastic, and friction can be ignored, determine a) the speed of the two blocks after the collision, and b) how far back up the incline the smalller masss will go.

A body moving in a straight line by an axis O One might think that the maximum angular momentum will be when the object is traveling in the tangential direction with respect to the radius. However, notice that the radius is smallest at the point when the object is traveling in the tangential direction.

It then collides with a stationary object of mass 2m. If both objects stick together in a perfectly inelastic collision, what is the final speed of the newly formed object? (A) v / 3 (B) v / 2 (C) 2v / 3 (D) 3v / 2 13. A 50 kg skater at rest on a frictionless rink throws a 2 kg ball, giving the ball a velocity of 10 m/s. Which

Don’t forget tha in this problem M is the mass of the yo-yo, i.e., the combined mass of the two disks. Problem 4 A bead of mass m is constrained to move without friction on a hoop of radius R. The hoop rotates with constant angular velocity ω about a vertical axis which coincides with a diameter of the hoop, see figure below

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10. A particle of mass 2kg slides from rest down a plane inclined at an angle of 30 above the horizontal. If the friction against its motion is 6N, find its velocity after moving 5m down the plane. 11. A particle of mass 2kg slides from rest at the top of a rough inclined plane whose inclination to the

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A horizontal force of `5N` acts on a body of mass `2kg` initally at rest. It starts moving on a table having coefficient of friction `=0.2` Calculate (i) work doen by the applied force in `5s` <br> (ii) work done by force of friction in `5s` <br> (iii) work done by net force is `5s` <br> (iv) change in `K.E.` of the body in `5s`.

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The radius of its wheel is 0.3 meters. The linear speed of the car at the end of 5 seconds would be (A) 23 (B) (D) 7m/s (E) 2m/s A mass m is suspended by a light string from the ceiling of a moving car of mass M which is accelerating in the horizontal direction. The string makes an angle 9 with the vertical as shown below.

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Consider a uniform disk with a mass 2.5 kg and radius 0.20 m mounted on a x ed horizontal axis. A block with a mass of 1.2 kg hangs from a light cord that is wrapped around the rim of the disk. Find the acceleration of the falling block, the angular acceleration of the disk, and the tension in the cord. 12

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Tangential velocity: v =w*r= 2rad/s(1m)= 2 m^2/s Centripetal acceleration: a(c)= v^2/r= 4 m^2*m/ms^ 2=4m^2/s^2 Centripetal force =m*a(c)= 5kg*4m^2s^2=20 N

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Apr 25, 2016 · The base B has a mass of 5 kg and a radius of gyration of 80 mm about the central vertical axis shown. Each plate P has a mass of 3 kg. If the system is freely rotating about the vertical axis with an angular speed N 1 = 10 rev/min. with the plates in the vertical position, estimate the angular speed N 2 when the plates have moved to the horizontal positions indicated.

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A 2.00 kg mass is tied to the string and whirled in a vertical circle with a radius of 1.10 m. Find the maximum speed the mass can be whirled without breaking the string. The greatest tension will occur at the bottom of the circle: T-Fg. Fc = T + (– Fg) = T – Fg. Find v when T = 135 N (2 kg)(v)2 = 135 N – (2 kg)(9.81 m/s2) 1.10 m. v = 7 ...

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A body of mass 0.4 kg is whirled in a horizontal circle of radius 2 m with a constant speed of 10 ms . Calculate its (i) angular speed (ii) frequency of revolution (iii) time period and (iv) centripetal acceleration. A circular wheel of 0.50 m radius is moving with a speed of10 ms. Find the angular speed.

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A 70 kg human moving at an average walking speed of 1.4 m/s (5.0 km/h; 3.1 mph) would have a momentum of about 15 . A baseball, which has mass = 0.145 kg, travelling at 45 m/s (160 km/h; 100 mph) would have a Planck momentum. Planck density

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