Graphing quadratic equations.

Discussion in 'The Whiners' started by moonlightdelerium, Nov 17, 2004.

  1. moonlightdelerium

    moonlightdelerium Senior Member

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    Okay, lets start from ground 0 of the whole process.

    What do I do with my equation? y= ax(squared)+bx+c ?

    Do I factor it or not?

    If not, is it what I put in my table of values and if so what do I put in my table of values?
     
  2. Soulless||Chaos

    Soulless||Chaos SelfInducedExistence

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    y=9x(squared)-36x+35 <--- so for this replace every X with chosen value, and solve for Y... Do it with 5 values for X and you have your table...
     
  3. Soulless||Chaos

    Soulless||Chaos SelfInducedExistence

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    y = 9(-10)^2 - 36(-10) + 35 etc....
     
  4. Soulless||Chaos

    Soulless||Chaos SelfInducedExistence

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    Or actually maybe you have to do the factor thing or something, then simplify it, and then solve for Y...
     
  5. Soulless||Chaos

    Soulless||Chaos SelfInducedExistence

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    Damnit now I'm confused... :rolleyes:
     
  6. moonlightdelerium

    moonlightdelerium Senior Member

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    Okay, 2025+180+35 = 2240 (using -5 as my value for x)
    729+108+35 = 872 (using -3 as my value for x)
    0+36+35 = 71 (using 1- as my value for x)
    324-72+35 = 287 (using 2 as my value for x)

    Does this seem right so far?
     
  7. Burbot

    Burbot Dig my burdei

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    ok, to solve for y you factor the eqyation then each of the factor will equal zero....you then re-arrange each of the facotrs seperatly so that you can solve for x.......(during the whlole time y=0) until you re-arrange the factor...this makes sense in my head...
     
  8. Burbot

    Burbot Dig my burdei

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    that would be right to make a table and to graph after...
     
  9. Orsino2

    Orsino2 Hip Forums Supporter HipForums Supporter

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    That sounds familiar to me but doesn't ring a bell as far as making sense, but I wouldn't take my word for sure. I was left way back there, lol. Slightly getting back on track. (The thing is, I understand it more in writing than I do as numbers and directions shown to me. But it's easier for me to teach to others doing it as examples.)
     
  10. moonlightdelerium

    moonlightdelerium Senior Member

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    How would you go about doing that?
     
  11. moonlightdelerium

    moonlightdelerium Senior Member

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    Great, cause thats exactly what I'm going for.
     
  12. moonlightdelerium

    moonlightdelerium Senior Member

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    Well, my factors for this particular question are (x+5)(x-2).
    How would I rearrange that?
     
  13. Burbot

    Burbot Dig my burdei

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    x=-5 and x=-2

    they are like 2 mini-equations...each equals zero and those are your solutions for x

    thats all i can do for now...good luck
     
  14. tubahead

    tubahead Member

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    Burbot is right. Those two numbers then -5 abd -2 will be the points on the graph that the parabola crosses the x-axis
     
  15. Soulless||Chaos

    Soulless||Chaos SelfInducedExistence

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    Damn all the things online make it more complicated than it is... :rolleyes:
    What you have to do is simplify it until its something like Y = +/-X^2 I believe, then just make the chart... :rolleyes:
     
  16. Soulless||Chaos

    Soulless||Chaos SelfInducedExistence

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    (x+5)(x-2) = x^2 + 3
    so Y + X^2 + 3
    so enter the X values and you got your chart! :D
     
  17. Soulless||Chaos

    Soulless||Chaos SelfInducedExistence

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    So:
    Y = (-10)^2 + 3
    Y = (-8)^2 + 3
    etc. from X = -10 to X = 10
     
  18. tubahead

    tubahead Member

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    To find the point were the graph crosses the y-axis. set x=0 so it will look like this y=((0)+5)((0)-2) goes to y=5*-2 goes to y=-10 so the graph crosses the y axis at -10.
     
  19. Soulless||Chaos

    Soulless||Chaos SelfInducedExistence

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    Well, obviously 0 is included between -10 and 10... :D
     
  20. tubahead

    tubahead Member

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    souless chaos, I am not sure where you are getting the (x+5)(x-2)=(x+3) that doesn't quite work out. Since they are in parenthesis they must be multiplied. (x+5)(x-2)=(x^2+3x-10), but the factored form is easier to use.
     

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