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3.1 Solving equations by Graphing

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3.1 Solving equations by Graphing. System of equations Consistent vs. Inconsistent Independent vs. Dependent. System of Equations. Two or more equations with the same variables. To solve a system of equations, you must find where the graph of the equations intersect.

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3.1 Solving equations by Graphing

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  1. 3.1 Solving equations by Graphing System of equations Consistent vs. Inconsistent Independent vs. Dependent

  2. System of Equations Two or more equations with the same variables. To solve a system of equations, you must find where the graph of the equations intersect.

  3. Consistent vs. Inconsistent Consistent – one or more solution (points where the graph intersect) Inconsistent – No solution (no intersects) Inconsistent have the same slope.

  4. Consistent

  5. Inconsistent

  6. Independent vs. Dependent Independent – One solution (Consistent) Dependent – Many solutions ( the same equation)

  7. Dependent y = 3x + 5 -6x + 2y = 10 The same line. So all the order pairs are the same.

  8. In a Consistent System there can only be one The answer (order pair) is correct in both equation. 3x – 7y = - 6; -7y = -3x – 6; X + 2y = 11; 2y = - x + 11;

  9. Then we graph and

  10. Then we graph and

  11. There must be a better way The rest of the chapter show a better way. So on to Section 3.2

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