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Find a particular solution of y′′−3y−4y=3e2t
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You can make a "guess" at a solution here , what would you say the form of y= ?
A hint is \[y=Ae ^{?t}\]
yes. please continue
I'm not going to do the work for you.
please, teach me
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i know that that is the particular intigral
y'=2Ae^2t
You see on the right hand side you have \[3e ^{2t}\] , so your solution will have the form \[y=Ae ^{2t}\]
and y''=4Ae^2t
Correct. Now plugging into the equation, you solve for A, and your particular solution is found.
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ok
thanks ,now i understand
No problem :)
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