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Engineering · Civil Engineering
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10 kips 3 4 5 F2 5) Given the stress distribution along the trace of the considered beam cross-section (see figure below), what is the ratio between the bending moment M and the axial force N acting at the cross-section, assuning that the cross-section is symmetric (i.e., centroid coincides with centerline) (2 points)? Compute the values of MN for the three cross-sections given in Problem #1 (1 point). top Ơmax centerline bottom Ơmin =0
(B) 1 4 1 1 3 4 1 1
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