If you rearrange the equation to y'' + (5/4)y' - (3/8) = 0
The solution to the characteristic equation is 1/4 and -3/2
So, The general equation is y = C1e(x/4) + C2e(-3x/2)
(Where C1 and C2 are constants)
If you rearrange the equation to y'' + (5/4)y' - (3/8) = 0
The solution to the characteristic equation is 1/4 and -3/2
So, The general equation is y = C1e(x/4) + C2e(-3x/2)
(Where C1 and C2 are constants)
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