differential equations

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timer Asked: Nov 27th, 2016

Question Description

Assignment from nickkynickky

with the explanation for steps the professor will ask me about it so I need to know what I said

for example:

we will add 2 to both sides

2+x=y+2

finally, I need you A grade work as I said before I need this 100 point

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(1) Consider the problem x?y"=2 (xy'-y), y (1) = 0, y (2) = 0 & root Posit noul Note 2 that, appears as a coefficient of y' as well as of y itself. It is possible to extend the definition of self-adjointness to this type of problem and to show that this particular problem is not self-adjoint. Show that the problem has eigenvalues but that none of them is real. This illustrates that in general nonself-adjoint problems may have eigenvalues that are not real. Buckling of an Elastic Column. In an investigation of the buckling of a uniform elastic column of length L by an axial load P, one is led to the differential equation y(4) + Ay" = 0, 0 < x
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