please provide a detail solution to the question above with clean writing. Thank you so much. 3.Note that in the following problem b(x) is a (nonzero) constant along the entire length of thebar.A, E-- constantLb - constantPb(x)(x)q +a. Solve for R(x) as a piecewise function of xb. Solve for o(x)c. Solve for ɛ(x)d. Solve for u(x)e. Plot R(x) and u(x) (by hand is fine) on two separate plots arranged vertically so that thex-axes line up. Label values on the graph.

3. Note that in the following problem b(x) is a (nonzero) constant along the entire length of the bar. A, E -- constant L b - constant + b(x) + a. Solve for R(x) as a piecewise function of x b. Solve for o(x) c. Solve for ɛ(x)

3. Note that in the following problem b(x) is a (nonzero) constant along the entire length of the bar. A, E -- constant L b - constant + b(x) + a. Solve for R(x) as a piecewise function of x b. Solve for o(x) c. Solve for ɛ(x)

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Measuring site work, Excavation and Piling

Bid drawings typically include very little material about the precise requirements of site work operations, measuring site work and excavation work differs from measuring most other works on a construction project. The actual site work conditions are not provided and also the dimensions of the excavations are not known during the pre-construction phase. The precise measurement of the excavation and backfill of the earth material and topsoil is important for a contractor to decide upon the total cost required for the process. All the works should be carried out under OSHA (Occupational Safety and Health Administration) standards to ensure the safety of the workers.

Question

please provide a detail solution to the question above with clean writing. Thank you so much.

3.
Note that in the following problem b(x) is a (nonzero) constant along the entire length of the
bar.
A, E-- constant
L
b - constant
P
b(x)
(x)q +
a. Solve for R(x) as a piecewise function of x
b. Solve for o(x)
c. Solve for ɛ(x)
d. Solve for u(x)
e. Plot R(x) and u(x) (by hand is fine) on two separate plots arranged vertically so that the
x-axes line up. Label values on the graph.

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