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posted by  Ray13 on 11/29/2008 2:56:59 PM  |  status: Live  

variation of parameters

Course Textbook Chapter Problem
Differential Equations It is a homework N/A N/A
Question Details:
y"+3y'+2y = e^(3t)tan(5t)

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posted by illusion on 11/29/2008 6:34:02 PM  |  status: Live
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Ray13's comment:
"thanks a million"
Response Details:
y"+3y'+2y = e^(3t)tan(5t)
 
The homogeneous equation is :
The caracteristical equation is :   -->  -->
 
The homogeneous solution is the form:
 
 
Here :
 
The particular solution is the form:
 
Here:   and from the diff. equa. y"+3y'+2y = e^(3t)tan(5t)
 
 
  , where the denominator is the Wronskian.
 
 
To find u1 and u2 you'll need to do 2 integration by parts (You might want to use an integration table).
 
Please rate me for the time it takes to help you!!! ty.
 
Did you know if you mesure the length of your arm and divide by the length of your elbow to your finger you will get
As of today in 2008, nobody in the world has found the sum of all they know is that it converges because of the p-serie theorem but they cannot find the sum.

One of my teachers, as been working on that sum for about 5 years now, he found a concret answer (he ended up creating an instrument of that serie called ''tritare'' its pretty cool) but he has not found a mathematical expression to express it.
 
For more info:
 
 
My pic is the instrument called Tritare.
 

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