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Solve to have a general Solutions and then apply Boundary Please this time someone who can explain
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\[\frac{ d^2y }{ dx^2 }+y=0\] Boundaries are \[y(0)=1\] And \[y'(\frac{ \pi }{ 2 })= -1\]
what technique were you taught to solve this type problem ?
Separation variable method for general solution
Coefficient , comparison and substitute method for boundaries
how far did you get ?
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ok, but I would flip both sides
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