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MFM 2P

MFM 2P. Minds On. Add or Subtract the following equations in order to make “y” equal 0. MFM 2P. Lesson 9 – Finding the POI by Elimination. Learning Goal : I can determine the point of intersection between two lines algebraically using elimination. MFM 2P.

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MFM 2P

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  1. MFM 2P Minds On Add or Subtract the following equations in order to make “y” equal 0.

  2. MFM 2P Lesson 9 – Finding the POI by Elimination • Learning Goal: • I can determine the point of intersection between two lines algebraically using elimination.

  3. MFM 2P Lesson 9 – Finding the POI by Elimination • If we can ELIMINATE on of the variables, we can solve for the other variable. • Then the steps are the same as they were for substitution: • Sub the value of the variable you found back into EITHER equation and solve for the other variable • Check your answer using a Left Side/Right Side check with the equation you did not choose in the previous step • State what the POI is: ( The POI is (x, y) )

  4. MFM 2P Lesson 9 – Finding the POI by Elimination Example: Solve the following linear system

  5. MFM 2P Lesson 9 – Finding the POI by Elimination Example: Solve the following linear system

  6. MFM 2P Lesson 9 – Finding the POI by Elimination Example: Solve the following linear system

  7. MFM 2P Lesson 9 – Finding the POI by Elimination How do you decide whether to add or subtract? What needs to be true about the coefficients (numbers) in the equations before you can add or subtract?

  8. MFM 2P Lesson 9 – Finding the POI by Elimination Example: Solve the following linear system

  9. MFM 2P Lesson 9 – Finding the POI by Elimination 5x – 3y = 188 6x – 11y = 344

  10. MFM 2P Lesson 9 – Finding the POI by Elimination 9x – 4y = 235 15x + 2y = 409

  11. MFM 2P Lesson 9 – Finding the POI by Elimination • Practice • Handout

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