tension in left string is TL and in right side length is TR.
in horizontal,
Fnet = TLcos71 - TRcos28 = 0
TL = 2.712 TR
in vertical direction,
Fnet = TLsin71 + TRsin28 - mg = 0
2.712 TR sin71 + TRsin28 = 26 x 9.81
TR = 84.07 N .........In right side rope
TL = 2.712 Tr = 228 N ......In left side rope.
A camper hangs 26-kg pack between two trees using separate ropes of different lengths, as shown...
A hiker ties his 22.0 kg food pack between two trees using two (massless, inextensible) ropes. The rope on the left makes an angle of 50◦ with the horizontal, and the rope on the right makes a 30◦ angle with the horizontal. Calculate the tensions in the two ropes.
A sign with a mass of 1 kg is hung by two ropes and hangs in equilibrium. Rope 1 (on the right in the sketch) is at an angle of 28 degrees from the horizontal. Rope 2 is hung vertically, goes through the ceiling, and by pulleys, is also connected horizontally to the side of the sign. In addition, a force of 22 Newtons is applied vertically downwards to the sign. What is the tension in rope 2 in Newtons?
PROBLEM 1 (10 POINTS) A uniform rope of weight W hangs between two trees. The ends of the rope are at the same height, and they each make angle 0 with the trees. Find a) the tension at either end of the rope b) The tension in the middle of the rope. PROBLEM 2 (10 POINTS) A particle of mass m moving along a straight line is acted on by a retarding force (one always directed against the motion) F-bea",...
Part A A 500 kg steel beam is supported by the two ropes shown in (Figure 1) Calculate the tension in the rope. Express your answer to two significant figures and Include the appropriate units. The rope can support a maximum tension of 2700 N . Is this rope strong enough to do the job? Choose the correct answer and explanation. Yes. The tension in the ropes exceeds the maximum value, but since we have two ropes they can support...
A 900 kg steel beam is
supported by the two ropes shown in (Figure 1) . Calculate the
tension in the rope. I calculated the answer to be 4410N, but
mastering physics says its wrong.
A 900 kg steel beam is supported by the two ropes shown in (Figure 1) . Calculate the tension in the rope. I calculated the answer to be 4410N, but mastering physics says its wrong.
The 1050.kg steel beam shown below is supported by two ropes. What is the tension in each rope?
A 1000 kg steel beam is sup-ported by the two ropes shownin Figure 4. Each rope can support a maximum sustained tension of 5600 N. Do the ropes break?FIGURE 4
3. Cast-Iron Weight Using two ropes and a roller chute, two workers unloading a 200 kg cast-iron counterweight from a truck. Knowing that at the instant shown the counterweight is kept from moving and that the positions of points A, B, and C are, respectively, A (0, -0.5 m, 1 m), B (-0.6 m, 0.8 m, 0), and C (0.7 m, 0.9 m, 0), and assuming that no friction exists between the counterweight and the chute, determine the tension in...
Three boxes are connected by two ropes on a frictionless surface as shown below. A 100 N force is exerted on the 50 kg box. Calculate: a. the acceleration of the system. Fp = 100 N 35 kg 75 kg 50 kg b. the tension in the rope between the 35 kg box and the 75 kg box.
Problem#6 A system comprising blocks, a light frictionless pulley, a frictionless incline, and connecting ropes is shown in the figure. The 9.0-kg block accelerates downward when the system is released from rest. The tension in the rope connects the 6.0-kg block and the 4.0-kg block. (a) Draw the free body diagrams (b) Find the tension in the rope (c) Find the reaction of the incline surface on each block rn +1 30° 10-9
Problem#6 A system comprising blocks, a light...