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Consider column buckling on an aluminum 6061-t6 rectangular tube with 2" * 4" outer dimensions and 0.5" wall thickness. assume young's modulus E = 10(10)^6 psi, the Yield Strength Sy = 40,000 psi, The Lenght l = 60 in and compressive load P = 30,000. Determine the safety factor N for the following boundary conditions:
a) Pinned - Pinned
b) Fixed - Fixed
By using the maximax criterion, what decision should be made by the decision maker?
What should the pass mark be set at if 15% are to fail? If the examiner wishes to grant the top 20% A's, what should be the cut-off mark for an A?
in 2000 as reported by act research service the mean act math score was 20.7. if act math scores are normally
What is the probability that at least one of the 40 shuttle missions scheduled over the next 5 years results in a critical-item failure?
Explaining if the author justifies his conclusion; and (4)discussing the merits of the paper to the real world. You should then prepare a maximum of 10 page paper about these points
exploratory data analysis.a. perform exploratory data analysis on all variables in the data set. realizing that you
A sporting goods producer claims that the variance of the strengths of a certain fishing line is 15.9. A random sample of 15 spools has a variance of 21.8. At "alpha" = 0.01, can the claim be proven wrong
A Cornell university study of wage differentials between men and women reported that one of the reasons wages for men are higher than wages for women is that men tend to more years of work experience than women. Suppose the following results were ..
Standard deviation of 424 and 155 respectively. at the .05 level of significance, test the claim that the new version has standard deviation equal to that of the past version.
a multiple choice test consists of 60 questions. each question has 4 possible answers of which one is correct. if all
If population standard deviation is σ = 8 is effect large adequate to be statistically significant? Use two - tailed effect with α = .05
Children per family for certain community from census data. Recognize random variable of interest, find out whether is a discrete or continuos, and write its possible values.
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