Consider the fiberglass beam shown in figure 1 suppose that w1 4.9 kn m and w2 5.4 kn m

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A 2 500-kg ore car rolls 55.0 m down a frictionless 10.0° incline. If there is a horizontal spring at the end of the incline, what spring constant is required to stop the ore car in a distance of 2.10 m? 1.1E+5 kN/m 4.5E+5 kN/m 2.8E+6 kN/m 2.4E+5 kN/m 2.4E+4 kN/m
A.5.4 B.20.2 C.26.8 ... When a uniform flat plate is placed horizontally at a depth of h as shown in Figure 1, the magnitude of the force exerted by the fluid on the plate is 20 kN. When this plate is ... Hence the minimum force at A to hold the plate in the vertical position = 44.1 kN-m/2 m =
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    2. B(2) =-150(4)(1.25):+ ©F x = m(a G) x; 600 = 150aa= 4m>s2: The trailer with its load has a mass of 150 kg and a center of mass at . If it is subjected to a horizontal force ofG, determine the trailer's acceleration and the normal force on the pair of wheels at A and at B.The wheels are free to roll and have negligible mass. P = 600 N 1.25 m ...
    3. 2. The object in the diagram below is on a fixed frictionless axle. It has a moment of inertia of I = 50 kg­m2. The forces acting on the object are F1 = 100 N, F2 = 200 N, and F3 = 250 N acting at different radii R1 = 60 cm, R2 = 42 cm, and R3 = 28 cm. Find the angular acceleration of the object.
    4. The customary unit of measure for work, then, is the foot-pound. One foot-pound is the amount of work required to move an object weighing 1 lb a distance of 1 ft straight up. In the metric system, the unit of measure for force is the newton (N), and the unit of measure of magnitude for work is a newton-meter (N·m), or a joule (J).
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    6. G = 15 m. t = 5 s T A = 40 kN T B = 20 kN > SOLUTION Principle of Angular Impulse and Momentum: ... of the assembly is when it is in the position shown. If it is rolling counterclockwise on the surface without slipping, determine its linear momentum at this instant. ... 0 + 2(0.5)(4) = c 1 2 a 10 32.2 b(0.5)2 dv 2
    7. Figure 4.1 Statically determinate beams A cantilever beam is built into a rigid support at one end, with the other end being free, as shown in Fig.4.1(b). The built-in support prevents displacements as well as rotations of the end of the beam. An overhanging beam, illustrated in Fig.4.1(c), is supported by a
    8. Q: Consider the fiberglass beam shown in (Figure 1). Suppose that w1=3.1kN/m and w2=3.6kN/m. Suppose that w1=3.1kN/m and w2=3.6kN/m. Determine the maximum shear st
    9. A.5.4 B.20.2 C.26.8 ... When a uniform flat plate is placed horizontally at a depth of h as shown in Figure 1, the magnitude of the force exerted by the fluid on the plate is 20 kN. When this plate is ... Hence the minimum force at A to hold the plate in the vertical position = 44.1 kN-m/2 m =
    23. An electron with a speed of 1.2x10 7m/s moves horizontally into a region where a constant vertical force of 4.5x10-16 N acts on it. The mass of the electron is m=9.11x10-31 kg. Determine the vertical distance the electron is deflected during the time it has moved 30 mm horizontally. dx vxt 0.03 m (1.2 10 m/s)t t 2.4 ns = = = ⋅ 7 → = dx ...
1 in the left-hand portion if the resultant R of the forces exerted by the cable at A is to be vertical, (b) the corresponding magnitude of R. SOLUTION Using the triangle rule and the law of sines: (a) 75 40 180 180 75 40 65 b b + + = = - - = 1 1000 lb sin75° sin65 T = T 1 =938 lb (b) 1000 lb sin75° sin40 R = 665 lbR = A 15° 25° T1 T2

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For the beam and loading shown, determine (a) the reaction at A, (b) the tension in cable BC. SOLUTION. Free-Body Diagram: (a ... 13 734 1 2 2 3 kN m kN m ... Solve Problem 4.9 if the 50-N load is replaced by an 80-N load.

The horizontal rigid beam AB rests on the two short springs with the same length. The spring at A has stiffness of 250 kN/m and the spring at B has a stiffness of 150 kN/m. Determine the displacement under the load. Units: kN, mm. 3.7 220 A B 900 C A B 900 C

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