I just need to see a diagram of what problem 3 would look like.
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Q: *5-20. The Howe truss is subjected to the loading shown. Determine the force in members GH, BC, and…
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- The figure shows a steel bar being processed by a rolling mill. Given that P=80kN and r =0.016, determine the force F required to advance the bar at a constant speed.Im able to break down each component of AB. AC and AD. getting lengths and angles. But im not sure how to approach breaking down how the force is devided through each. I'm not sure how to show that even though AB and AD are the same distance and at the same angle from point A they dont share the same forces. I do know this problem should be solved by finding which rope would hold the most tension because that would be the first one to fail. Then we solve for the rest of the problem assuming that the tension on this rope is 690 to find the maximum possible net force.GIVEN: DISTANCES CO= 7m BO= 7m OD= 8m AD= 8m GIVEN: WEIGHT W1= 195 N W2= 295 N GIVEN: ANGLE X= 55 Degree Y= 48 Degree SOLVE: (a) Tension at CB in NEWTON (b) Reaction at point O in NEWTON PLS PLS SOLVE AND SHOW COMPLETE SOLUTION AND WRITE LEGIBLY. ALSO, DRAW THE FREE-BODY DIAGRAM. ROUND OFF IN 4 DECIMAL PLACES.
- A vertical bar of length L with mass of 40 kg is rotated vertically about its one end at 40 rpm. Find the length of the bar if it makes and angle of 45° with the vertical.Solve the following problem.Equilibrium of Concurrent Force System. The piston of a reciprocating engine exerts a force of 175 kN on the crosshead when the crank is 45° (angle B) past TDC. If the stroke of the piston is 800 mm and the length of the connecting rod is 1.80 m, find the guide force and the force in the connecting rod. Hint: 1=½ stroke; Angle o may be solved using Sine Law in AACO. K= Compressive Force in the connecting Rod E= Piston Effort 70 120 F, = Guide Force Fig. P-1 Fig. P-2 a Tools: EF cos0=0; F sin .=0. R = Ev)* + (E#): ; R 771 =- : tane = sin A sin B sin C
- Suppose the four legs of Sitting on abe are Chair You identical this Scm springs. when you on Chair the chau's downwatd. what Constant of each is spring Spring? D Now Suppose that the Seae has only One leg. This leg is made by. tonnectin all the four spings in line when you sit it, the chair goes Scm downward. what is the Spring a on Constant of each spring ? (note): You owń uweight / mass for calculation' if you want to get numericlal Values Should use your as answer? Shot on vivo S1 00 AI Triple CameraThe figure on the left, below, shows a non-uniform bent rod with a mass of 5 kg. Your job is to determine the location of the center of gravity of this rod. You design an experiment: you connect a pin and cable to the rod such that it safely stays in static equilibrium under a force P that you apply. Then, you apply forces between 0-100 N, and measure the tension force on the cable using a cable tension meter. The results of your experiment are shown in the figure, on the right. Using this experiment, calculate (approximately) the horizontal distance (x in the figure) between point A and the center of gravity G of the bent rod. B C O I 20 cm 20 cm 60° D 50 cm Tension measurement [N] 60 50 40 30 20 -10 0 10 real data estimated fit 20 30 40 ܐܐܝ 50 P[N] 60 70 80 90 100A truss is facing a two-force member and both of them are in the opposite directions, and the truss is in equilibrium. And both of them are coming to each other. The forces are called Select one: O a. Tensile Forces O b. Compressive forces O c Parallel and collinear forces with same direction of heading O d. The rotational forces Next page est-3 Jump to...
- A stepladder has negligible weight and is constructed as shown. The horizontal bar connecting the two legs of the ladder is pivoted half way up the ladder. A 47kg painter stands on the ladder a distance 4m from the foot of the ladder. The length of the ladder is 6.6m and the legs of the ladder are 8m apart on the floor. a) find the tension in the horizontal bar. The acceleration of gravity is 9.8m/s^2. Assume the floor is frictionless and that the ladder is symmetric and forms an isosceles triangle. Treat each half of the ladder separately. b) find the normal force on the left hand leg of the ladder and right hand leg of the ladder c) find the magnitude of the x and y component of the reaction force at the hinge that the left half of the ladder exerts on the right half.For the given figure find the max. Value of mass for which the string will not breakA uniform ladder 10m long and weighing 350N rests against a smooth wall at an angle of 30° with the wall. A 700N man stand 6m up from the bottom of the ladder. Find the horizontal force necessary to keep the ladder from slipping.