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7.2 Solving Systems of Equations Algebraically

7.2 Solving Systems of Equations Algebraically. 1. Solve by Substitution. 2. Examples. 3. Practice Problems. Definitions. System of Equations 2 or more equations on the same coordinate system Consistent System Graph of equations cross each other (not parallel) System has a solution

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7.2 Solving Systems of Equations Algebraically

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  1. 7.2 Solving Systems of Equations Algebraically 1 Solve by Substitution 2 Examples 3 Practice Problems

  2. Definitions • System of Equations • 2 or more equations on the same coordinate system • Consistent System • Graph of equations cross each other (not parallel) • System has a solution • Slope is different • Inconsistent System • Graph of equations do not cross each other (parallel) • System does not have a solution • Slope is the same

  3. Consistent System • Has a solution at (1,2) (1,2)

  4. Inconsistent System • No Solution

  5. Solve by Substitution • Steps • Solve for x in the first equation • Substitute the answer in for x in the second equation • Solve for y • Substitute the value of y into either of the original equations • Solve for x • Take the value of x and y and put them in ordered pair form (x,y)

  6. Solve by Substitution Example

  7. Solve by Substitution Example (Cont.)

  8. Practice Problems • Page 379 Problems 11-27

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