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Consider this problem A rope of mass m and length L has 2 forces F1 and F2 applied at its end points.. find the expression for tension at any point in the rope. Here is the solution to this problem consider a length x of the rope from the end where F2 is acting. Let the tension at the other end be T. Mass of this portion of the rope = (m/L)x Acceleration of the rope = (F1 - F2)/m So T - F2 =[ (m/L)x] [(F1 - F2)/m] T = F2 +[(F1 - F2)/L]x At x = L/2 T = (F1 + F2)/2 Hence the tension at the midpoint is T = (100 + 70)/2 = 85 N |
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