20 ft 2 k/ft 团 15 ft- E B D 15 ft -30 ft- 5 ft C FO 5 ft
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10: The bridge frame consists of three segments which can be considered pinned at A, D, and E, rocker supported at C and F, and roller supported at B. Complete fbd.
1. Find the reaction at B.
2. Find the reaction at D and the reaction at E
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- Need some heplp with these graphsFigure Q5 shows a thick cylinder of [A] mm internal radius and [B] mm outer radius is subjected to an internal pressure of 60 MN/m² and an external pressure of 30 MN/m². Determine the hoop and radial stresses at the inside and outside of the cylinder together with the longitudinal stress if the cylinder is assumed to have closed ends using analytical and graphical approaches. Use 5th digit and 6th digit of your matrix number to get value of [A] and [B] as an example below: Example: If your matrix number is AD170128; Thus, the value of A=65 and B=160 : 5th digit of matric 6th digit of matric A В number number 50 100 1 57 1 107 65 115 3 72 3 122 4 80 4 130 87 137 6. 95 145 7 102 7 152 8. 110 8 160 9 117 167Problem Solving: Input your final answer on the space provide. Note: Use three decimal places and no need to input the unit. In Figure the 20°C water and gasoline are open to the atmosphere and are at the same elevation. What is the height h in the third liquid? - gasoline 1.5 m water h 1 m Liquid, SG=1.60 Ratio Ratio Fluld Agim - kg/m 1.05 E-4 1.51 E-5 Hydrogen 8.8 E-6 18 E-5 2.9 E-4 1.0 0.084 920 Air 2.1 1.20 130 Gasoline 33 680 4.22 E-7 3.7 Water 1O E-3 114 998 LOI E-6 8.7 Ethyl alcohol Mercury 1.2 E-3 135 170 789 1.52 E-6 13 1.5 E-3 13,580 1.16 E-7 1.0 SAE 30 oil 0.29 33,000 170,000 3.25 E-4 2,850 10,300 891 Glycerin 1.5 1,264 LI8 E-3 'I kel(m s)- 0.0209 slug/ft s); I m's- 10.76 n's.
- Find the displacement, velocity, kinetic energy, potential energy and momentum of an objęct, taking www. wwwww wwww www. mon mmwm w into account that F = ma and F = -kx. wwww wWhat would be the rotation rate (in rad/sec) if during rotation the water in the nght leg (with a diameter of d) decreases a distance h1-0.08 m? U-tube. Elevation = 20 cm 20 cm 2d Elevation = 0 -20 cm 20 cm-9
- 3Problem 2: Control volumes and Bernoulli's equation A large open tank of water is mounted on frictionless wheels as shown in Figure 2. The tank has one orifice on each side. The left orifice is located at a distance h from the free water surface and has a diameter d. The right orifice is located at a distance ah from the free water surface and has a diameter ẞd. αh h Bol V₂ Figure 2: Open tank on wheels. 1. Use Bernoulli's equation to calculate the exit velocities at the left and right orifices, v₁ and V2. 2. Determine an equation relating a and ẞ if the tank does not move.In the figure below, Given: P (gage) = 2 atm A = 20 m B = 5 m P (atm) = 101.325 kPa What is the maximum height (C) that water will reach? 45.7 m O 35.7 m 40.7 m