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trueSora

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Everything posted by trueSora

  1. trueSora replied to Kirie's profile comment
    Yeap, that sounds like me
  2. Best of luck
  3. Ah, come on guys. Cheer up. You just got to get a rhythm of some kind Who has plans these holidays?
  4. trueSora replied to Kazuto Kirigaya (Kirito)'s profile comment
    hahahaha...love it
  5. I certainly know the feeling - turned 20 a month ago. Just keep having fun, follow the light and work hard when appropriate. That's what I try to do Anyways, enough of a lecture. Have an awesome 16th Birthday my friend.
  6. Good luck
  7. Perfect! You know, I haven't had eggnog in a while...hahahahaha
  8. It's holiday time!!! How is everyone going?
  9. Hi Kiana. Interesting post for sure. Thanks for the share. I can't wait til Kingdom Hearts 3 comes...yeah!!!
  10. hahahaha...there are some funny ads around for sure
  11. That is a great dream! I would love to see your dream become reality
  12. Got a KH fabric poster recently. Looks so good
  13. Good luck on the start of your uni degree. I was nervous as well, but you'll be just fine
  14. Yeah. I had the same problem a few days ago. However, it's working for me today.
  15. Excellent! Good job. Its been a whole year for me since I studied ODEs so I was a bit rusty at first but eventually got it. Please let me know if you ever need more help with math. I will be very glad to help
  16. If you would like my full working out, let me know and I can send you a link to my working out. Good luck
  17. If you are looking for y(x), here is your answer. >>> y(x)=5/4 + C_1/(x+2)^4 Unbelievable ha. +++++++++++++++++++++ The equation you gave me was a first order ODE (ordinary differential equation). You have to do a bit of manipulating before you notice this. The first order ODE general form is as follows. dy/dx + P(x)*y = Q(x). ...where I found that P(x)=((8+4x)/(x+2)^2) and Q(x)=(5/(x+2)). From a book I still...
  18. Ah, could you ask your question again. Do you mean you're looking for y(x).

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