1 / 52

Factoring- 10

Factoring- 10. Factor:. Factoring– 10. GCF. Factoring- 20. Factor:. Factoring – 20. Binomial, difference of squares. Factoring - 30. Factor:. Factoring – 30. Trinomial, ax 2 type. Factoring - 40. Factor:. Factoring – 40. Difference of Cubes. Factoring - 50. Factor:.

Download Presentation

Factoring- 10

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Factoring- 10 Factor:

  2. Factoring– 10 • GCF

  3. Factoring- 20 • Factor:

  4. Factoring – 20 • Binomial, difference of squares

  5. Factoring - 30 • Factor:

  6. Factoring – 30 Trinomial, ax2 type

  7. Factoring - 40 • Factor:

  8. Factoring – 40 • Difference of Cubes

  9. Factoring - 50 • Factor:

  10. Factoring – 50 • GCF, then trinomial (x2 type)

  11. Rational - 10 • Simplify the rational expression

  12. Rational – 10 • Top and bottom are already as simple as they can be, cancel things out.

  13. Rational - 20 • Simplify the rational expression

  14. Rational – 20 • Top- GCF • Bottom- Trinomial (x2 type) • Cancel

  15. Rational - 30 • Multiply the rational expressions

  16. Rational – 30 • Factor top and bottom, put together, cancel

  17. Rational - 40 • Multiply the rational expressions

  18. Rational – 40 1: Factor all numerators and denominators: 2: Cancel all common factors: 3: Multiply the denominators and numerators:

  19. Rational - 50

  20. Rational – 50 • Flip the second one • Factor the top • Factor the bottom • Cancel

  21. Rational (2) - 10 • Divide the rational expression

  22. Rational (2) – 10 • Flip the second one, • Factor the top • Factor the bottom • Cancel

  23. Rational (2) - 20 • Add the rational expression

  24. Rational (2)– 20

  25. Rational (2)- 30 • Subtract the rational expression

  26. Rational (2)– 30

  27. Rational (2)- 40 • Add the rational expression

  28. Rational (2)– 40

  29. Rational (2)- 50 • Subtract the Rational Expressions

  30. Rational (2)– 50

  31. Binomial Theorem- 10 • Fill in the missing pieces of Pascal’s triangle • (Rewrite this whole chunk on your white board)

  32. Binomial Theorem– 10

  33. Binomial Theorem- 20 • Use Binomial Expansion to Expand: (x+2)5

  34. Binomial Theorem– 20

  35. Binomial Theorem- 30 • Use the binomial theorem to expand: (2x – 5y)7

  36. Binomial Theorem– 30 128x7 – 2240x6y + 16800x5y2 – 70000x4y3 + 175000x3y4 – 262500x2y5+ 218750xy6 – 78125y7

  37. Binomial Theorem- 40

  38. Binomial Theorem– 40 Third term is like x7y2

  39. Binomial Theorem- 50

  40. Binomial Theorem– 50 5th term would be like x8y4

  41. Functions/Inverses- 10 • For {(-1,7),(3,4),(0,5),(-2,4)} • Is it a function? • What is the domain? • What is the range? • Is it one-to-one? • Is it invertible? • What is the inverse?

  42. Functions/Inverses– 10 • For {(-1,7),(3,4),(0,5),(-2,4)} • Is it a function?---------------Yes • What is the domain?--------{-2,-1,0,3} • What is the range?----------{4,5,7} • Is it one-to-one?--------------No • Is it invertible?----------------No (The inverse is not a function since it is not one to one) • What is the inverse?-------- {(7,-1),(4,3),(5,0),(4,-2)}

  43. Functions/Inverses- 20 For the graph state the following: • Is it a function? • Is it one-to-one? • What is the domain? • What is the range? • Is it invertible?

  44. Functions/Inverses– 20 For the graph state the following: • Is it a function?----Yes • Is it one-to-one?---No • What is the domain? (-infinity, infinity) d) What is the range? [-1,infinity) e) Is it invertible? No

  45. Functions/Inverses- 30

  46. Functions/Inverses– 30

  47. Functions/Inverses- 40 • Find the inverse of: m(x)=2x2-5

  48. Functions/Inverses– 40

More Related