Select one:V1 (x) = (1/E). (25 x1 – 400 x1) {m) and V2 (x) = (1/EI). (300 x22+ 1400 x2 - 1100) {m}V1 (x) = (1/EI). (25 x1 + 400 x1) {m} and V2 (x) = (1/EI). (300 x22+ 1400 x2 + 1100) {m}%3DV1 (x) = (1/EI). (25 x1X22 - 1400 x2 + 1100) {m}+ 400 x1) (m} and V2 (x)(1/E). (300%3DV1 (X) = (1/EI). (25 x1 - 400 x1) {m} and V2 (x) - (1/EI). (300 x22- 1400 xz + 1100) {m)%3DV1 (X) = (1/EI). (-25 x1 - 400 x1) (m) and V2 (x) = (1/EI). (-300X-- - 1400 x; 1100) (m)%3D Determine the equations of the elastic curve for the shaft using theX1 and x, coordinates.Take El as constant and Mo = 600 N.m.M,АBX1- X24 m1 mSelect one:V1 (x) = (1/EI). (25 x1 - 400 x1) (m) and V2 (X) = (1/EI). (300 x2?+ 1400 x 1100) {m}

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Answered: Determine the equations of the elastic…

Determine the equations of the elastic curve for the shaft using the X1 and x2 coordinates. Take El as constant and Mo = 600 N.m. M, A X1 - x2 1 m 4 m Select one:

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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Concept explainers

Slope and Deflection

The slope in a deflected beam is described as an angle in radians made by the tangent of the section with the original axis of the beam. The deflection at any point on the axis of the beam is defined as the lateral displacement of the point before and after loading.

Question

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Select one:
V1 (x) = (1/E). (25 x1 – 400 x1) {m) and V2 (x) = (1/EI). (300 x22
+ 1400 x2 - 1100) {m}
V1 (x) = (1/EI). (25 x1 + 400 x1) {m} and V2 (x) = (1/EI). (300 x22
+ 1400 x2 + 1100) {m}
%3D
V1 (x) = (1/EI). (25 x1
X22 - 1400 x2 + 1100) {m}
+ 400 x1) (m} and V2 (x)
(1/E). (300
%3D
V1 (X) = (1/EI). (25 x1 - 400 x1) {m} and V2 (x) - (1/EI). (300 x22
- 1400 xz + 1100) {m)
%3D
V1 (X) = (1/EI). (-25 x1 - 400 x1) (m) and V2 (x) = (1/EI). (-300
X-- - 1400 x; 1100) (m)
%3D

Determine the equations of the elastic curve for the shaft using the
X1 and x, coordinates.
Take El as constant and Mo = 600 N.m.
M,
А
B
X1
- X2
4 m
1 m
Select one:
V1 (x) = (1/EI). (25 x1 - 400 x1) (m) and V2 (X) = (1/EI). (300 x2?
+ 1400 x 1100) {m}

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