Having trouble with another boundary condition question:
y'(0) = 0 and y'(pi) = 1
I get the general solution:
y = e^(-2x) (Acos3x + Bsin3x)
I think I may be doing this one wrong cause the last boundary condition doesn't work???
Stacey Warren - Expert brainly.com
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did you find the Lagrange multiplier?
i will scan something and see if it helps you k? just a sec
do you see the two equations i got to solve for the constants
is that what you got?
i will try to do it after i finish eating
Yeh I got that, it's the y'(pi) bit i dont get, cheers enjoy your food...
I couldn't find the constants with those boundary conditions
any luck yuki?
So what would the solution look like?
i think the solution that satisfies both boundary conditions and the different equation is
y=0 but wait 1 does not equal 0
so let me think about this some more
it can't simply be there is no solution or can it...
I'm not sure, not come across a question where the boundary condition fails??
Hmmm, I may have to investigate further, don't really know enough about these types of questions yet??
it is possible
Do you think I should leave it as no solution then??
it happened here
I'll check :-)
i would say no solution
but show your work leading to that conclusion
i would say there is based on the boundary conditions there is no solution