Ra 4 ft 900 lb B 60 lb/ft 8 ft 600 lb Rc
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- Determine the slope and vertical displacement of point A on the beam shown in the accompanying illustration. Use Conjugate Beam Method. E = 200,000 MPaIn the figure shown below, find the angle alpha α required to turn the wheel over the block1. The force system shown is composed of three forces: A = 37.45 kN, B = 41.07 kN. If β = 56.97°, what should be the magnitude of force C such that the three forces are in equilibrium? Round off to two decimal places.
- A 250-newton force is acting on the machine arm shown below. What is the moment of this force about point O in Newton-meters? Note: All linear dimensions are in millimeters. Also draw the free body diagram and answers should be in 3 decimal places.Determine the moment of Inertia of the quarter of the circle having a radius of 5m shown in the figure with respect to the given y- axis and x- axisThe figure shown is formed of 1/8 -in.-diameter steel wire. Knowing that the specific weight of the steel is 490 lb/ft3 , determine the mass moment of inertia of the wire with respect to each of the coordinate axes.
- The force system shown in the figure consists of the couple C and four forces. Theresultant of this system is a 505 kN-m counterclockwise couple. All distances are inmeters. What is the value of C?Determine the following based on the figure: A. Y-Coordinate of the centroid B. Moments of inertia Ix and ly. C. Area of the Plane in Square Millimeters D. Polar moment of inertia Jg and Jo. E. X-Coordinate of the centroidA triangle inscribed in a semi-cirlce with radius r shown below. Locate the centroid from point O. Also determine the Moment of Inertia with respect to its Horizontal Neutral Axis ( - axis).
- Find the moment of inertia of the area about the horizontal and vertical centroidal axis of the given figure? All the dimensions are in cm .4. This figure shows a cantilever beam that is subject to a point load and a moment. What is the vertical displacement at the tip of the beam? Assume E = 200 GPa and / = 1560 X 10° mm%. A. 58.7 mm B. 68.9 mm C. 89.0 mm D. 100 mmA built-up section consisting of W 350 x 90 with two 12-mm plates welded to form a box section as shown in the figure. The section is used as a column 10 meters long. Properties of W350x90: b_f = 250 mm t_f = 16.40 mm d = 250 mm t_w = 9.50 mm I_x = 266 x 10^6 mm^4 I_y = 44.54 x 10^6 mm^4 A = 11,550 mm^2 Determine the following: a. Moment of Inertia along X and Y axes. * b. Polar Moment of Inertia with respect to X and Y axes. c. Section Modulus, Sx and Sy d. Radius of Gyration, rx and ry