29. A simply supported beam is loaded as shown. Consider left of an exploratory section between C and D, what arethe shear and moment equations?10 KN4 kN/m4m(kN)(kN)McD = -2x² +21x-24 (kN-m)McD = -x² + 17.5x-12 (kN-m)CDCD= -4x + 17.5(kN)D) V=4x-17.5(kN)CDMD=-2x² +17.5x-12 (kN-m)McD = 2x²-17.5x-12 (kN-m)CDCDB2 m2mA) V=-4x+21B) VD=0000C) V=-2x + 17.5

Answered: Image /qna-images/answer/04e3d9ef-e782-4b8b-b030-79bd4cac338f.jpg

A simply supported beam is loaded as shown. Consider left of an exploratory section between C and D, what are the shear and moment equations? 10 KN 4 kN/m OIOIOIO 41 (kN) C) V=-2x + 17.5 (kN) CD McD = -2x² +21x-24 (kN-m) McD = -x² + 17.5x-12 (kN-m) CD CD B) VCD = -4x + 17.5 (kN) (kN) McD = -2x² +17.5x-12 (kN-m) McD = 2x² - 17.5x-12 (kN-m) CD CD 2m 2m A) V=-4x+21 D) V=4x-17.5

A simply supported beam is loaded as shown. Consider left of an exploratory section between C and D, what are the shear and moment equations? 10 KN 4 kN/m OIOIOIO 41 (kN) C) V=-2x + 17.5 (kN) CD McD = -2x² +21x-24 (kN-m) McD = -x² + 17.5x-12 (kN-m) CD CD B) VCD = -4x + 17.5 (kN) (kN) McD = -2x² +17.5x-12 (kN-m) McD = 2x² - 17.5x-12 (kN-m) CD CD 2m 2m A) V=-4x+21 D) V=4x-17.5

Mechanics of Materials (MindTap Course List)

9th Edition

ISBN:9781337093347

Author:Barry J. Goodno, James M. Gere

Publisher:Barry J. Goodno, James M. Gere

Chapter5: Stresses In Beams (basic Topics)

Section: Chapter Questions

Problem 5.6.13P: A two-axle carriage that is part of an over head traveling crane in a testing laboratory moves...

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