Originally Posted by romsek I'm just going to show you how it's done. I'll let you mess with getting the constants right. I'm still not really following you. I don't have a rule lying around that says; The closest I have is; ) And I know that Do you know a general name for that property so i can dig up a proof? Or is it on one of the lists and I'm just not seeing it?
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I apologize I should have spelled out the full form of the property. You just get used to saying f'(t) <--> s F(s) It's #4 on your 2nd page. The one you identified. You have f(0) so use it.
Last edited by romsek; Dec 9th 2013 at 01:52 PM.
Originally Posted by romsek I apologize I should have spelled out the full form of the property. You just get used to saying f'(t) <--> s F(s) It's #4 on your 2nd page. The one you identified. You have f(0) so use it. Oh OK good. Don't I need to dig up a -1 someplace? Do I need to completely rearrange the problem?
Originally Posted by bkbowser Oh OK good. Don't I need to dig up a -1 someplace? Do I need to completely rearrange the problem? no. Just compute f(t) the way I outlined below and then at the end subtract off f(0) = -1
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