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    footballgodwr33's Avatar
    footballgodwr33 Posts: 1, Reputation: 1
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    #1

    Nov 1, 2009, 07:03 PM
    Algebra 2
    I need help "Solving Linear Systems by Graphing"

    3x + y=10
    Y= 2x - 5
    Perito's Avatar
    Perito Posts: 3,139, Reputation: 150
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    #2

    Nov 1, 2009, 09:10 PM

    If you graph each of those equations, the intersection will be the solution. Start by picking a value of X; solve for Y and graph that point. Continue by selecting new values of X
    KISS's Avatar
    KISS Posts: 12,510, Reputation: 839
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    #3

    Nov 2, 2009, 01:54 AM

    Not too crazy over Perito's answer, but it works. All you need is two points because it's a slope intercept kind of equation.

    If you put the equations into the form Y=mX+b, you can find Y when X=0 and you also know the slope from m, so you have a line for each equation.

    The intersection of the line is the solution.

    Actually,I'd do the problem both ways so you understand both techniques.
    Perito's Avatar
    Perito Posts: 3,139, Reputation: 150
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    #4

    Nov 2, 2009, 03:10 PM
    Not too crazy over Perito's answer, but it works.
    I'm not too crazy about the answer either, except the petitioner asked about solving "by graphing," so I gave the appropriate answer.
    mcar21's Avatar
    mcar21 Posts: 2, Reputation: 1
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    #5

    Nov 2, 2009, 04:12 PM
    pick a value of X; solve for Y and graph that point
    KISS's Avatar
    KISS Posts: 12,510, Reputation: 839
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    #6

    Nov 2, 2009, 05:39 PM

    Both methods are graphing but one might be easier depending on the problem. Recognizing that they are lines and only 2 points or a slope and intercept are required for each equation are necessary is also important. Pick points that are easy to calculate.
    Unknown008's Avatar
    Unknown008 Posts: 8,076, Reputation: 723
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    #7

    Nov 2, 2009, 09:01 PM

    Yes, I too would have opted for a two point plotting, then drawing the line. Now, those points should be as far as possible to minimise errors.

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