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Paying $10 USD e-gold if you solve this (short) math problem

Discussion in 'Archives' started by asdfasdf, May 6, 2008.

  1. asdfasdf

    asdfasdf Guest

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    Paying $10 USD e-gold if you solve this (short) math problem

    Nvm, I gave up on it (didn't really matter anyways).

     
  2. R2Pleasent

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    Paying $10 USD e-gold if you solve this (short) math problem

    (160-x)y = 6.6
    (320-x)y = 15.4

    Set the lines equal to each other

    320y-xy-15.4 = 160y-xy-6.6

    therefore 160y - 8.8 = 0

    8.8 / 160 = 0.055

    therefore 0.055 = price per gram

    6.6 / 0.055 = 120. 160-120 = 40 = weight of bucket

    test: 320-40 = 280 * 0.055 = 15.4
     
  3. asdfasdf

    asdfasdf Guest

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    Paying $10 USD e-gold if you solve this (short) math problem

    I've been away the whole evening (It's 10:30PM atm) wtihout internet access so I couldn't check this thread before now. y is the price per gram right? I don't understand this part:
    What does setting them next to each other do? :S
    And where does the 8.8 come from? I'm pretty tired atm so it could just be that but I'll look at it tomorrow before school (if I can) although it'd be nice if you or someone else could explain it further.
     
  4. Damien0124

    Damien0124 Guru
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    Paying $10 USD e-gold if you solve this (short) math problem

    Sorry, I tried just to help you (for free xD)... but my math skills are /phail xD
     
  5. wtp

    wtp Grand Master
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    Paying $10 USD e-gold if you solve this (short) math problem

    320y-xy-15.4 = 160y-xy-6.6

    xy and xy cancel out

    320y-15.4=160y-6.6

    Minus 160y
    160y-15.4=6.6

    Minus 6.6
    160y - 8.8 = 0

    And there ya go
     
  6. R2Pleasent

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    Paying $10 USD e-gold if you solve this (short) math problem

    Your question was answered perfectly. If you don't want to pay, you can enjoy a ban.
     
  7. Kabal

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    Paying $10 USD e-gold if you solve this (short) math problem

    aahhaaaahaha railed
     
  8. Lucy

    Lucy Member

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    Paying $10 USD e-gold if you solve this (short) math problem

    Lol RSPleasant beat me to it :p

    Yeah his steps are perfect, full working and all :)
     
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