2 30% 50 lb 60 lb 15" 12" y Problem 2 Figure 10" 40 lb-ft
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The rigid pipe is subject to the following loads. Neglecting the weight of the pipe, determine the moment at O.
Position vector of the 50-lb force from point O to its point of application on the pipe and the moment at point O, in vector component form.
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- Required information Sally is making a sine bar, which is used to machine angles on parts (see the given figure). She has a 1.250-inch-thick bar that needs 90° grooves machined into it for precision ground 1.0000-inch diameter cylinders. A sine bar is used by placing different thicknesses under one of the cylinders so that the proper angle is attained. Sally wants the distance between the centers of the cylinders to be D= 5.4 inches. -D -1.0000 Ø How deep should she mill the 90° grooves so that the top of the sine block is 2 inches tall? The depth of the mill should be inches.Required information Sally is making a sine bar, which is used to machine angles on parts (see the given figure). She has a 1.250-inch-thick bar that needs 90° grooves machined into it for precision ground 1.0000-inch diameter cylinders. A sine bar is used by placing different thicknesses under one of the cylinders so that the proper angle is attained. Sally wants the distance between the centers of the cylinders to be D= 5.9 inches. NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. 7 -1.00000 * How deep should she mill the 90° grooves so that the top of the sine block is 2 inches tall? (Round the final answer to four decimal places.) The depth of the mill should be 7071.067 inches.Answer questions 1 and 3 and 5 in full detail please
- Q1: Use scale (1:1), draw the front, top & side views of shape shown below. (50 M) 15 20 60 15 45 30 2 HOLES DIA 20 120 30 15 60 F/ 35a= 15.0 in, b= 7.0 in, c= 12.0 in, and d= 12.0 in.,(e= 3.0 in. horizontal), Draw the kinematic diagram in SolidWorks drawing sheet with size A3 iso and suitable scale. Solve the following questions and upload the SolidWorks file below. e d. Is the mechanism grashof? Select one: True FalseStatics Problem !!! Help me part D!!!! Answer it this Problem Correctly!! Please give correct Solution
- What is the v-velocity at the centerline after refining the meshThe horsepower (hp) that a shaft can safely transmit varies jointly with its speed (in revolutions per minute (rpm)) and the cube of the diameter. If the shaft of a certain material 2 inches in diamter can transmit 16 hp at 120 rpm, what must the diameter be in order to transmit 45 hp at 100 rpm? Round to 2 decimal places._______inchesPlease help. Written on paper not typed on computer or keyboard please. Need help on all questions. Please include all units, steps to the problem and information such as its direction or if it is in compression or tension. Thx.
- A 5” diameter short shaft carrying two pulleys close to the bearings transmits how much horsepowerif the shaft makes 300 rpm?! Required information Sally is making a sine bar, which is used to machine angles on parts (see the given figure). She has a 1.250-inch-thick bar that needs 90° grooves machined into it for precision ground 1.0000-inch diameter cylinders. A sine bar is used by placing different thicknesses under one of the cylinders so that the proper angle is attained. Sally wants the distance between the centers of the cylinders to be D = 5.6 inches. NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. -1.0000 Ø Once her sine block is finished, she wants to mill a 22.5° angle on a brass block. What thickness of gage blocks will produce this angle for this sine plate? (Round the final answer to four decimal places.) The required thickness is inches.Q4 The L2 steel bolt as shown in Figure Q4 has a diameter of 5 mm, and the link AB which is made from stainless steel 304 has a rectangular cross section that is 10mm wide by 4 mm thick. The bolt is tightened so that it has a tension of 1750 N. Neglect the hole in the link. The modulus of elasticity are, EL2= 200 GPa and E304 =193 GPa. (a) Determine the strain energy in the link AB due to bending. (b) Determine the strain energy in the bolt due to axial load.