Tension Force

A rope placed straight on a frictionless floor is pulled longtudinally by a force F. Tension force 7^(@) developed in the rope at a point varies with distance x of the point from the rear end as shown in the graph. What can you certainly conclude about density of the rope?

Between a frame and a light slider, a thin film of soap solution is made. Whose length is x and width is y . Find surface tension force on the slider. To keep the slider in equilibrium, how much weight should be suspended ?

A liquid is filled into a semi eliiptical cross section with a as semi major axis and b as semi minor axis. The rato of surface tension forces on the curved part and the plane part of the tube in vertical position will be

An annular disc of radius r_(1 )= 10 cm and r_(2) = 5 cm is placed on a water surface. Find the surface tension force on the disc if we want to pull it from water surface. Take coefficient of surface tension as sigma= 7 xx10^(-3) N//m, g = 10 ms^(-12) .

A mass M is suspended as shown in fig. The system is in equilibrium. Assume pulleys to be massless. K is the force constant of the spring. If each of the pullies A and B has mass M, then find the net tension force acting on the lower support. Asumme pulleys to be frictionaless.

Type OF Force||Normal||Tension||Friction||Newton's 3rd Law

Type OF Force||Normal||Tension||Friction||Newton's 3rd Law

A rope of mass 250 g is 5.5 m long. It is stretched under a tensional force of 2 kg wt. If the wire is fixed at one end and is shaken by hand at the other end, what frequency will make it break into four segments ? Take, g = 980 cm//s^(2) .