Activity Duration IPA ES EF LS LF TF FF A B C 10 270 D 5 A E 4 B F 4 B. C G 3 C H 6 C. D 1 3 D J 6 E. F. G K 8 F. G. H L 5 M 3 H.I K. L
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Draw the node network , perform the COM calculations and mark the critical parh to comolete the table
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- ANSWER: 0.250 mr2V2j + 0.500 mr2 V1kAnswer for MC1 and Mc2Rearrange the following steps at a synapse in the correct order: A. Neurotransmitter diffuses across the cleft B. Calcium induces exocytosis of the neurotransmitter C. Permeability of postsynaptic membrane is altered to open specific ion channels D. Neurotransmitter binds to the postsynaptic receptor Correct order is
- two images attached. 1. diagram 2. question2. A continuous foundation with a width B = 6 ft is constructed on a layered system consisting of a strong sand over a soft saturated clay. The D; = 8 ft (shown as H₁), H₂ = 4 ft, and the material properties for the clay layers are shown below. Considering a factor of safety of 3, determine the gross allowable bearing capacity (gall) of the foundation. Sand Layer 1 V₁ = 120 lb/ft³ +1'=35° c₁' = 0 psf Clay Layer 2 V₂ = 100 lb/ft³ $2=0° c₂' = 2,000 psfFor the beam loaded as shown in Fig. E4.7, compute the moment of area of the M diagrams between the reactions about both the left and the right reaction. (Hint: Draw the moment diagram by parts from right to left.) 500 N 2 m 1m- 400 N/m A B Figure E4.7 Figure P-625 R1 R2
- Mcq6 Beam Deflections 280 696. In Fig. P-696, determine the value of P for which the Ans. P = 400 N deflection under P will be zero. P 800 N/m 3 m 1.5 m R₁ R2 Figure P-696. 697. Two identical cantilever beams in contact at their ends support a distributed load over one of them as shown in Fig. P-69% Determine the restraining moment at each wall. - 3wL2/16; Mg = = 5wL²/16 Ans. MA w N/m B L L Figure P-697. 698. The beam in Fig. P-698 is supported at the left end by spring which has a spring constant of 60 kN/m. For the beam, E-M x 10 N/m² and I = 60 x 10 mm. Compute the deflection of the Ans. 8 = 13.6m spring. 4 m 800 N/m ( t T ir bLocate the y̅ centroid for the paraboloid of revolution, shown.