i need the answer quickly on 5Let's consider a fixed supported beam subjected to a triangular distributed load as shown in the figure below. The equation of the bending moment(0 ≤ x ≤ 1m) is100 N/m1mSelect one:ⒸM (x) = -50 X² + 150 X-100 (N.m)OM(x) = -16.7 X 200 X-266.7 (N.m)ⒸM (x)=-33.3 x² + 400 x-533.3 (Nm)M(x) = -16.7 X 50 X-33.3 (Nm)M(x) = -83.3 X + 250 X-166.7 (Nm)Finitwetweredsed out ofDa question

Answered: Image /qna-images/answer/9b249b6d-1a19-4a8c-8bfa-a71e579295aa.jpg

on 5 Let's consider a fixed supported beam subjected to a triangular distributed load as shown in the figure below. The equation of the bending moment(0 ≤ x ≤ 1m) is 100 N/m 1m 150 X-100 (N.m) 200 X-266.7 (N.m) + 400 x-533.3 (Nm) M(x) = -16.7 X 50 X-33.3 (Nm) M(x) = -83.3 X+250 X-166.7 (Nm) Finit wet wered ed out of D a question Select one: OM (x) = -50 X OM(x) = -16.7 X ⒸM (x)=-33.3 X

on 5 Let's consider a fixed supported beam subjected to a triangular distributed load as shown in the figure below. The equation of the bending moment(0 ≤ x ≤ 1m) is 100 N/m 1m 150 X-100 (N.m) 200 X-266.7 (N.m) + 400 x-533.3 (Nm) M(x) = -16.7 X 50 X-33.3 (Nm) M(x) = -83.3 X+250 X-166.7 (Nm) Finit wet wered ed out of D a question Select one: OM (x) = -50 X OM(x) = -16.7 X ⒸM (x)=-33.3 X

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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