Statics Allowable load problem.

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The discussion revolves around calculating the allowable load on a steel tube with given dimensions and material properties. The user attempts to solve the problem using the equations for deformation and stress, arriving at two different values for load: 188,571.4 lb and 264,000 lb. However, the instructor indicates the correct allowable load is 2,181.8 lb, leading to confusion about the calculations. The user questions whether the load is axial tensile, which remains unclear. Clarifying the type of load and reviewing the equations used may help resolve the discrepancies in the calculations.
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Homework Statement


Determine allowable load on steel tube

L= 14 in
A= 11 in ^2
Es= 30 x10^6
θ=24,000 psi
δ= .008



Homework Equations


δ=PL/EA
θ=P/A


The Attempt at a Solution



.008=P(14 in)/(30 x 10^6)(11 in)^2

P=188571.4 lb


θ=P/A
24,000 psi=P/11 in^2

P=264,000?

My teach is telling me that the answer is P=2181.8 lbs i don't understand how or what i did wrong
 
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I don't understand either if the load is axial tensile. Is it?
 
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