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Math Challenge

Discussion in 'BBS Hangout' started by Tree-Mac, Mar 22, 2009.

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  1. Tree-Mac

    Tree-Mac Member

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    I'm not doing my homework. I'll graduate from college this summer. I was reviewing calculus because I'm planning on going to graduate school.

    It's been years since I took calculus. Been too busy to re-study.
     
    #21 Tree-Mac, Mar 24, 2009
  2. Tb-Cain

    Tb-Cain Member

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    wow, i took calculus 1 thru 3, differential equations, calculus based physics, etc. etc. to get my b.s. in c.s.

    15 years later, i haven't got a clue. :confused:
     
    #22 Tb-Cain, Mar 24, 2009
  3. FlyerFanatic

    FlyerFanatic YOU BOYS LIKE MEXICO!?! YEEEHAAWW
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    hahahaha :D
     
    #23 FlyerFanatic, Mar 24, 2009
  4. WhoMikeJames

    WhoMikeJames Member

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    This made me laugh really hard.
     
    #24 WhoMikeJames, Mar 24, 2009
  5. Steve_Francis_rules

    Steve_Francis_rules Member

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    You integrate this by looking it up in an integral table. At least that's what I would do.
     
    #25 Steve_Francis_rules, Mar 24, 2009
  6. Franchise3

    Franchise3 Member

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    I am now realizing that I don't remember anything from calculus class. :(
     
    #26 Franchise3, Mar 24, 2009
  7. thelasik

    thelasik Contributing Member

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    LOL I love my TI-89
     
    #27 thelasik, Mar 24, 2009
  8. D-Lite

    D-Lite Member

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    I posted it on the first page:


    x/a= (x-1+1)/a

    so by applying that

    (x-1+1)/[(x-1)*(X^2+x+1)]

    split them up into two different fractions

    (x-1)/[(x-1)*(X^2+x+1)] + 1/[(x-1)*(X^2+x+1)]

    in the first term, the (x-1) cancel out


    I have no clue what to do next, but its a way of simplifying it

    and looking at the final answer the term (X^2+x+1) is in it.. which is in my simplification
     
    #28 D-Lite, Mar 25, 2009
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