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Design a rectangular sections for the beam, load, and rho values shown. Beam weights are not included in the load shown. Show sketches of cross sections, including bar sizes, arrangement, and spacing. Assume concrete weighs 150 pcf, f_y = 60000 psi, f'_c = 4000 psi, unless given otherwise. PL = 20 k, Wd=2k/ft, left end fix, right end roller. from fix to PL 8ft, from PL to roller16 ft. total length = 24 ft. Use rho = 1/2* rho_b
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Problems 97 3.8 22. Determine the effective net areas of the sections shown by using the U values given in Table 3.2 of this chapter. Assume three bolts in a line 3 L8 X 4 X 4 1 in bolts 4 in 4 in 4 in 6 in FIGURE P3-20 21. Determne the effective net area of the MC12 X 40 shown. Assume the holes are for 7/8 in bolts. (Ans. 9.02 in it
Problems 97 3.8...
Using the method of sections, determine the forces in the indicated members of the trusses shown and state if the member is in tension or compression. In addition, summarize the results on a force summation diagram. Notes: o Answers without a force summation diagram will receive a score of zero. Be sure to draw the free-body diagram(s) of the portion(s) of the section(s) used for analysis. Answers without the diagram(s) will receive a score of zero. Show your work. Answers...
For the roof truss shown, use method of sections to determine the forces in members BC and EF. State whether each is in compression or tension.
For the vectors shown below, determine the values of A and B that would make A +BF, = 3.5i-4. You may assume that each grid line is 1 unit away from the next. -axis 2 x-axis For the vectors shown below determine the values of A and the acute angle 8 (in degrees that would make the negative y-axis +AT -2.5 -4 Use that g 20 v.-2 and v-3. Note: The angle θ is between the vector and y-axis x-axis...
For the vectors shown below, determine the values of A and the acute angle θ. (in degrees) that would make-| +Av,--2.5i-4j. Use that θ.-20°, v,-2 and v,-3. Note: The angle θ, is between the vector": and the negative y-axis. y-axis x-axis 2
Referring to the system shown in Figure (a), determine the values of K and k such that the system has a damping ratio 5 of 0.7 and an undamped natural frequency wn of 4 radsec. R(S) C(s) K S + 2 k Select one: O a. K=0.249 and k=0.178 O b. K = 16 and k=0.225 Oc. K=0.467 and k=0.874 O d. K = 0.367 and k=12 O e. K=12 and k=18
Determine the values of the power supplied by each of
the sources in the circuit shown
bellow.
Define φ : Q[x] → Q by φ()
=
.
(a) Prove that φ is a ring homomorphism.
(b) Find the kernel of φ.
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