Question 1.9QuA beam is constructed of a channel section. The cross section has the dimensions indicated in Figure Q19 and the moment ofinertia (second moment of area) about the z axis (the neutral axis) is I=1.2 x 10 mm. The bending moment at a certain point is M =-1 kNm. The maximum tensile stress o,and maximum compressive stress o resulting from this bending moment are15 mm2-HCIss mmFigure Q1.9ot = 29.2 MPa and oc = -29.2 MPaot-29.2 MPa and oc = 29.2 MPaO C.ot = 45.8 MPa and oc = -12.5 MPaO d. ot 12.5 MPa and oc = -45.8 MPaO a.O b. Question 8Not yetansweredMarked out of2.00P Flag questionO a.SlideFinal exam Remotely Prod+b,h,d +b₂h12+ b₂h₂d²12Question 1.8A box beam shown in Figure Q1.8 is subject to a bending moment about the z axis. The normal stress with the maximum magnitude dueto the bending moment occurs atAICBFigure Q1.8Point CO b.Point AOc.Point BO d. Point D

Q1.9 Given: The moment of inertia, I = 1.2x10^6 mm^4 The moment about z-axis, M = -1 kN.m = -1000…

Question 1.9 A beam is constructed of a channel section. The cross section has the dimensions indicated in Figure Q19 and the moment of inertia (second moment of area) about the z axis (the neutral axis) is I -1 kNm. The maximum tensile stress o,and maximum compressive stress o, resulting from this bending moment are 1.2 x 100 mm. The bending moment at a certain point is M= 15 mm C 55 mm Figure Q1.9 O a. o = 29.2 MPa and oc = -29.2 MPa Ot=-29.2 MPa and oc = 29.2 MPa ot = 45.8 MPa and oc = -12.5 MPa o = 12.5 MPa and oc = -45.8 MPa O b. O C. O d.

Question 1.9 A beam is constructed of a channel section. The cross section has the dimensions indicated in Figure Q19 and the moment of inertia (second moment of area) about the z axis (the neutral axis) is I -1 kNm. The maximum tensile stress o,and maximum compressive stress o, resulting from this bending moment are 1.2 x 100 mm. The bending moment at a certain point is M= 15 mm C 55 mm Figure Q1.9 O a. o = 29.2 MPa and oc = -29.2 MPa Ot=-29.2 MPa and oc = 29.2 MPa ot = 45.8 MPa and oc = -12.5 MPa o = 12.5 MPa and oc = -45.8 MPa O b. O C. O d.

Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)

8th Edition

ISBN:9781305387102

Author:Kreith, Frank; Manglik, Raj M.

Publisher:Kreith, Frank; Manglik, Raj M.

Chapter4: Numerical Analysis Of Heat Conduction

Section: Chapter Questions

Problem 4.43P

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