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  • laplace transforms in ODE, just asking.

    03. 22. 2012 23:33


Maistral

I know I shouldn't be asking here, but I need quick answers.

 

Anyway, when L[y'] is "flattened up", it gives sL[y] - y[0], where y[0] is an initial value, that I know.

 

How do you solve differential equations with laplace transform, assuming you were not given an initial y[0] = ?

 

  • Re : laplace transforms in ODE, just asking.

    03. 23. 2012 18:40


Carrotdood

Was I supposed to see this in high school?  D:>

  • Re : laplace transforms in ODE, just asking.

    03. 24. 2012 16:04


Zultra

Maths is individualistic, in my case if someone owes me money 1 + 1 = 4 If I owe someone money 1 + 1 = 0

  • Re : laplace transforms in ODE, just asking.

    03. 24. 2012 16:12


Carrotdood

Originally Posted by Zultra

Maths is individualistic, in my case if someone owes me money 1 + 1 = 4 If I owe someone money 1 + 1 = 0



Very wise indeed...

  • Re : laplace transforms in ODE, just asking.

    03. 24. 2012 16:21


Zultra

Originally Posted by Carrotdood

Originally Posted by Zultra

Maths is individualistic, in my case if someone owes me money 1 + 1 = 4 If I owe someone money 1 + 1 = 0



Very wise indeed...



Indeed it is, it will get you far in life.

  • Re : laplace transforms in ODE, just asking.

    03. 25. 2012 22:10


Maistral

>.>

  • Re : laplace transforms in ODE, just asking.

    03. 28. 2012 17:45


KingCong

i just took a class on Laplace transforms this last year. Forgot already lol.

 

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