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  1. Thought blocker

    Mathematics: Post your doubts here!

    Q1) You have to find the coff of x in expansion of ((x + (2/x^2)) so when you expand it by formula i.e a^n + (nC1)(a^(n-1))(b)+....... You will find coff of x when you reach at (7C2)(x^(5))((2/x^2))^(2) than solve it you get coff of x as 84 :) Q2) Given ; dv/dt=50, dv/dr = (4pi(10)^2) <--...
  2. Thought blocker

    Kya hogaya ? :P

    Kya hogaya ? :P
  3. Thought blocker

    ty s2u ;)

    ty s2u ;)
  4. Thought blocker

    :)

    :)
  5. Thought blocker

    Physics, Chemistry and Biology: Post your doubts here!

    Nai na, acha hi kiya :)
  6. Thought blocker

    Okay. :) Keep smiling, and fight less guys ;)

    Okay. :) Keep smiling, and fight less guys ;)
  7. Thought blocker

    Physics, Chemistry and Biology: Post your doubts here!

    Oye, Wikipedia hai kya tu ? :P
  8. Thought blocker

    Abey yaar, ab tum dono meri wajhasey fi8 na karna, and maha, no need to keep that pic, I wont...

    Abey yaar, ab tum dono meri wajhasey fi8 na karna, and maha, no need to keep that pic, I wont feel bad. :)
  9. Thought blocker

    Sad na ho re tu.

    Sad na ho re tu.
  10. Thought blocker

    no need ;)

    no need ;)
  11. Thought blocker

    <-------------- finally, wo pic hata di :p

    <-------------- finally, wo pic hata di :p
  12. Thought blocker

    LOL

    hmm, good. :)
  13. Thought blocker

    LOL

    madoka LOL se kuch yaad aa raha hai kya ?
  14. Thought blocker

    :'(

    :'(
  15. Thought blocker

    I knew it. ;)

    I knew it. ;)
  16. Thought blocker

    I got my stamp size pic ;) We'll submit it together :P

    I got my stamp size pic ;) We'll submit it together :P
  17. Thought blocker

    Wo to wall pe dikhta hai hum dono ko :P

    Wo to wall pe dikhta hai hum dono ko :P
  18. Thought blocker

    LOL. Kabhi khush ni hotey dono sath mai :P

    LOL. Kabhi khush ni hotey dono sath mai :P
  19. Thought blocker

    Same to you.

    Same to you.
  20. Thought blocker

    Maths doubt

    We have, y = zero in both of the equations. So, In line y = 2x + 8; put y as zero, you get point as (-4, zero) Same, In line y = 2x - 12; put y as zero, you get point as (6, zero) Now use distance formula, Whole root of (((6 - (-4))^(2) + (0-0)^(2) = root of 100 which is 10 :)
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