The body K, which has a weight G on a horizontal and frictional plane, is a rope passing through two pulleys, one stationary and the other moving, and the L body with 6G weight forms the system. If the coefficient of friction between the body K and the plane is μ = 0.5, what is the tensile force T in the rope? What is the velocity of object K in terms of h when L is descended by h? (The weight of the rollers and the friction on the rollers are neglected.) NOTE: g=9,8 m/s2
The body K, which has a weight G on a horizontal and frictional plane, is a rope passing through two pulleys, one stationary and the other moving, and the L body with 6G weight forms the system. If the coefficient of friction between the body K and the plane is μ = 0.5, what is the tensile force T in the rope? What is the velocity of object K in terms of h when L is descended by h? (The weight of the rollers and the friction on the rollers are neglected.) NOTE: g=9,8 m/s2
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The body K, which has a weight G on a horizontal and frictional plane, is a rope passing through two pulleys, one stationary and the other moving, and the L body with 6G weight forms the system. If the coefficient of friction between the body K and the plane is μ = 0.5, what is the tensile force T in the rope? What is the velocity of object K in terms of h when L is descended by h? (The weight of the rollers and the friction on the rollers are neglected.)
NOTE: g=9,8 m/s2
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