6 m 20 kN/m 50 kN·m 3 m B
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Determine the shear and moment throughout the beam as a function of X
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- A= 13kN B= 10kN/mA shift with surface area =0.0549 m2 is being pushed at a speed of 400 mm/s through The clearance (0.1 mm) is filled with oil µ- 5 N.s/ m2.Find the force exerted by the ?oil on the shaft 1098 N O 1098 N/m2 O 10.98 N O15. A particle moves along a straight line and has acceleration given by s" (t) = 5t + 3. Its initial velocity is s'(0): ст and its initial displacement is s(0) = 7cm. What is the position function? -4- %3D sec 5t3 5t a. -4t +7 + 4t +7 С. 6. 5t b. – 4t – 7 d. - 4t + 7
- d(mm)=125 q(kN/m)=3.0 F(kN)=2.0 T allow(MPa)= 2.5Group A D1 = 130 mm S=0.8 D2 = 6 mm h1= 45 mm Weight of mass = 6 kg Weight Piston MINALIOU ALLOOR. **** What is the height h2? 02If the 15-lb block A slides down the plane with a constant velocity when 0 = 35°, determine the acceleration of the block when 0 = 55°. {/|| A 01 C B
- Prove the following relation: e Yw 1 + e Gs a. Yd=Ysat b. Yd= (Ysat-Yw) Gs-1Determine the member force LK(kN) in the figure shown. "十2m十 十 2 m 2 m 2 m 2 m 2 m- 2m 2 50 kN 50 kN 50 kN 50 kN M. 50 kN 50 kN 50 EN it 4 m V3 3 PLLLE B. D. 25 m-25 m - 3 m -3m 25 m4-2.5 mHow many redundants are there? * (3 Points) 18 kN/m A B 12 m- – 8 m· El = constant E = 200 GPa I = 476(10) mm O 1 O 2 Оз O 4