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metalscot
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I am having trouble after finding the complimentary solution to this problem, if possible I would like some guidance on how to proceed with the particular solution
Find a general solution to the following equation: x'' + 2x' + x = 3
x'' + 2x' + x = 3
complimentary solution when = 0
x'' + 2x' + x = 0
m^2 + 2m + 1 = 0
so this has only one root; m=-1
complimentary solution must then be in the form
x(t) = Ae^mt + Bte^mt
particular solution when = 3
x'' + 2x' + x = 3
From this point I am unsure how to proceed and would value any help
Find a general solution to the following equation: x'' + 2x' + x = 3
x'' + 2x' + x = 3
complimentary solution when = 0
x'' + 2x' + x = 0
m^2 + 2m + 1 = 0
so this has only one root; m=-1
complimentary solution must then be in the form
x(t) = Ae^mt + Bte^mt
particular solution when = 3
x'' + 2x' + x = 3
From this point I am unsure how to proceed and would value any help
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