
the uniform 1600-N beam is hinged at one end and held by a tie rope at...
In the figure, one end of a uniform beam of weight 460 N is hinged to a wall; the other end is supported by a wire that makes angles theta = 26 degree with both wall and beam. Find (a) the tension in the wire and the (b) horizontal and (c) vertical components of the force of the hinge on the beam.
(2) A horizontal rope is attached to a uniform beam as shown. The beam is hinged at the bottom. From the end of the beam, a mass is hanging. The entire system is at rest. A) What is the tension in the horizontal rope if the beam has a mass of 10 kg? B) what are the horizontal and C) vertical components of the force that the hinge applies to the beam? Answer B with "into wall" or "out from...
A 202 kg uniform, beam is hinged at one end and at the other is supported by a cable that is at 23 degrees to the left of the vertical. The beam is 2.8 m long and is at 6 degrees above the horizontal. Calculate the tension in the cable (in N)
The beam is uniform and weighs 60 N. If W= 200 Nm find the tension in the tie rope. Unit in N, and do not put the unit. The tie rope 0.2 L 60° 0.8 L W 260
In Fig. 12-33, one end of a uniform beam of mass 40.0 kg is hinged to a wall: the other end is supported by a wire that makes angles theta = 30.0degree with both wall and beam. Find the tension in the wire and the magnitude and angle from the horizontal of the force of the hinge on the beam.
A 171.5 kg uniform, horizontal beam is hinged at one end and at the other is supported by a cable that is at 28 degrees to the vertical. The beam is 2.93 m long. Calculate the magnitude of the force (in N) at the hinge.
One end of a 1.2-m-long beam is hinged to a vertical wall and the other end is held up by a thin wire as shown in the figure below. The wire will break if its tension exceeds 800 N . What is the maximum mass that the beam can have and still be supported by the wire? Express your answer in kilograms to two significant figures.
A 192kg uniform beam is hinged at one end, and the other end is supported by a cable that is 21 degrees to the vertical. The beam is 2 meters long, and is 14 degrees above the horizontal. Calculated the direction of the force in the hinge with respect to the horizontal. Assume the cable has no mass.
A 207.8 kg uniform, a horizontal beam is hinged at one end and at the other is supported by a cable that is at 26 degrees to the left of the vertical. The beam is 2.63 m long. Calculate the direction of the force at the hinge (measured with respect to the horizontal). Answer with a number in degrees
A 206.8 kg uniform, horizontal beam is hinged at one end and at the other is supported by a cable that is at 29 degrees to the left of the vertical. The beam is 2.39 m long. Calculate the direction of the force at the hinge (measured with respect to the horizontal). Answer with a number in degrees