ME 350 Buckling Lab Report

ME 350

Question Description

I have the data, I need you to make the Lab report according to the rubric.

The Excel file has the data and some questions need to be answered.

The lab is called Buckling which is a Mechanics of Material class. I will attach what you need in this question.

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column length in inches 5 10 15 20 25 Buckling critical loads (lb-f) 12718 10222 7215 4351 2250 Critical loads = Failure loads Divide critical load with cross sectional area to get Experimental Failure Stress. Calculate Slenderness ratio , Euler Stress and Parabolic Stress using the formulae given in the handout Modulus of elasticity 29500 ksi Yield Strength 36000 psi Diameter 0.5 in Scanned with CamScanner Scanned with CamScanner Scanned with CamScanner Scanned with CamScanner ...
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Final Answer



Taylor Polynomial and Absolute Error Bound

Student name:
Institutional affiliation:

Taylor Polynomial and Absolute Error Bound
The attached word document addresses the question “Find the Taylor polynomia, absolute error
bound, ?” by answering the following:
1. Consider f(x)=ln(1+x)
a. Find the Taylor polynomial of degree three, p3(x), for f(x) centered at x 0=1.
b. Maximize the absolute error bound for the Taylor polynomial approximation for

Calculate the absolute error at x =2. How is the error at x =2 compared to part (b).

2. Let f(x)=e^x+2x, 0≤x≤2.
a. Find the Lagrange interpolating polynomial for the data x1=0and x2=2.
b. Find the maximum error bound for the Lagrange Polynomial approximation for 0≤x≤2.


Running Head: Buckling

Lab Report: Buckling

Student name:
Institutional affiliation:


Table of Contents
Objective and scop...

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