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Grade Distribution

Learn how to factor quadratic equations when a > 1 with detailed steps, examples, and practice problems. Enhance your factoring skills efficiently.

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Grade Distribution

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  1. Grade Distribution 9.6 - Factoring Quadratics when a > 1

  2. Solving Quadratic Equations when a > 1 and by factoring with GCF Section 9.6 9.6 - Factoring Quadratics when a > 1

  3. Factoring Steps when a>1 Make sure the equation is all equal to ZERO Determine if there is a GCF Determine the Target Product and Target Sum of the equation Multiply the First and Last Term by drawing circles (or called the skip) List all multiples and add them Ensure the terms adds to the middle and multiplies the end Rewrite the problem with the new middle terms Make sure that one of the binomials is the same on both sides Splitting the Terms (with four terms) and drawing a line Take out the GCF and Factor by Grouping Combine like terms and multiply 9.6 - Factoring Quadratics when a > 1

  4. Example 1 Factor 2x2 + 5x + 2 Skip PRODUCT SUM What number adds up to +5 and multiplies to +4 9.6 - Factoring Quadratics when a > 1

  5. Example 1 Factor 2x2+ 5x + 2 You must add an X to the middle term because it has to match the original equation This sign should ALWAYS be bought down 9.6 - Factoring Quadratics when a > 1

  6. Example 1 Factor 2x2+ 5x + 2 with tiles 9.6 - Factoring Quadratics when a > 1

  7. Example 1 Calculator Check Factor 2x2+ 5x + 2 9.6 - Factoring Quadratics when a > 1

  8. Example 2 Factor 2x2 – 7x + 3 9.6 - Factoring Quadratics when a > 1

  9. Example 3 Factor 3x2 + 20x – 7 9.6 - Factoring Quadratics when a > 1

  10. Factor 3x2 + 14x – 5 Your Turn 9.6 - Factoring Quadratics when a > 1

  11. Example 4 Factor 2x2– 9 – 3x 9.6 - Factoring Quadratics when a > 1

  12. Factor 4x2 – 3 + 4x Example 5 9.6 - Factoring Quadratics when a > 1

  13. Factor 6x2 + 5x – 6 Example 6 9.6 - Factoring Quadratics when a > 1

  14. Factor 6x2 + 37x + 6 Your Turn 9.6 - Factoring Quadratics when a > 1

  15. Example 7 Solve through factoring, (3x – 4)(2x + 5) = 0 9.6: Solving Polynomials when a > 1

  16. Your Turn Solve through factoring, 2x(3x + 7) = 0 9.6: Solving Polynomials when a > 1

  17. Example 8 Solve through factoring, 2x2 + 5x + 2 = 0 9.6: Solving Polynomials when a > 1

  18. Example 9 Solve through factoring, 2x2 – 35 = 3x 9.6: Solving Polynomials when a > 1

  19. Your Turn Solve through factoring, 6x2 – 15x = 99 9.6: Solving Polynomials when a > 1

  20. Example 10 Factor and Solve 16x2 – 1 = 0 Don’t forget the xy in the middle 9.6: Solving Polynomials when a > 1

  21. Example 11 Factor and Solve 9x2 – 64 = 0 9.6: Solving Polynomials when a > 1

  22. Your Turn Solve through factoring, 25x2 – 9= 0 9.6: Solving Polynomials when a > 1

  23. Example 12 Solve through factoring, 51x2 = 17x 9.6: Solving Polynomials when a > 1

  24. Example 13 Solve through factoring, 14x2 + 12x = 2 9.6: Solving Polynomials when a > 1

  25. Your Turn Solve through factoring, –4x2 – 31x = –8 9.6: Solving Polynomials when a > 1

  26. Assignment Worksheet 9.6: Solving Polynomials when a > 1

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