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Dhanush D Bhatt

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Everything posted by Dhanush D Bhatt

  1. *Neither spine nor pines nor someone who pines for spine shows up* Juu, take the spotlight
  2. I'd change my forum name but I don't have the monies. Spineblade is up next
  3. The answer to life the universe and everything
  4. *Attempts making static noises but ends up slicing up everything around him* Welp, I tried. Spine want to help me clean up this mess?
  5. Congrats on your 2000th post Mde You're always a fun guy to be around and super helpful to others! Glad you came by to be a part of Reborn
  6. Dinosaur eyes eh? Those will be a bit hard to get. Here, have some moose instead
  7. Micky is out of commission for now. I heard Spine is fresh in though
  8. Back home after 3 months. Damn, it feels good to be back, however short the stay may be

    1. Show previous comments  1 more
    2. Dhanush D Bhatt

      Dhanush D Bhatt

      Thanks a lot guys :D

    3. Ironbound

      Ironbound

      Enjoy it while it lasts, har har har.

  9. Amazing as always Viri Can I avail the bonus points for spotting the innuendo or am I already disqualified?
  10. Happy birthday memelord Sini Hope you have a great day
  11. Am i still allowed into this thread? Well, who cares i'm busting in anyways Mde gogogo
  12. Add me to the Episode 11 bandwagon :V
  13. I used to do a lot of youtube/9gag/facebook and used to play quite a few small internet games. I hardly spent much time on the internet so
  14. TFW the second set of exams are starting and you still haven't recovered from the trauma caused by the first set

    1. Omega_Ra1der

      Omega_Ra1der

      going to be me at end of june.

    2. Ironbound

      Ironbound

      Haha, it's an eternal dance with the demons for us.

  15. Tbh imo no, js Also, let's have a hearty welcome toooooooo Spiiiiineblaaaaade
  16. 3 Watching everyone complain after being reset is my fun
  17. Oooooh Maths thread, why didn't i see this earlier?? Ok Spine, here goes You have y - 3x^2 Slope of a tangent = dy = 6x dx Therefore, slope at the given point = 6(a) = 6a Equation of a line can be written as y = mx + c We know that m = slope = 6a So y = 6ax + c In order to find the value of c, we use the fact that the point (a,3a^2) lies on the line. So substituting the point into the line equation, 3a^2 = 6a^2 + c which gives us c = -3a^2 So the required equation is y = 3ax - 3a^2 As for the second part, we just substitute the point (0,-12) into the above line equation. So, -12 = 3a(0) -3a^2 So we get a^2 = 4 So a = 2 or -2 And that's about it. I hope the solution is clear enough. Edit : Hiss is super ninja
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