1 / 54

Factoring Part 2

Factoring Part 2. Notice that both parts of the binomial are squared when expanding. How did we get the middle term?. How did we get the middle term? Two times, the product of the two terms. Using this pattern what should go in the blank of the example?. What should the next answer be?.

jonah-hill
Download Presentation

Factoring Part 2

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 Part 2

  2. Notice that both parts of the binomial are squared when expanding.

  3. How did we get the middle term?

  4. How did we get the middle term?Two times, the product of the two terms.

  5. Using this pattern what should go in the blank of the example?

  6. What should the next answer be?

  7. If you FOIL’ed this, the OUTER and INNER would have canceled out.

  8. If you FOIL’ed this, the OUTER and INNER would have canceled out. By noticing the “pattern” it saves you time.

  9. GREATEST common factors What is the GCF of the following? • 2, 6 • 25, 40 • 6, 14 • 18, 32

  10. GREATEST common factors What is the GCF of the following? • 2, 6 2 • 25, 40 • 6, 14 • 18, 32

  11. GREATEST common factors What is the GCF of the following? • 2, 6 2 • 25, 40 5 • 6, 14 • 18, 32

  12. GREATEST common factors What is the GCF of the following? • 2, 6 2 • 25, 40 5 • 6, 18 6 • 18, 32

  13. GREATEST common factors What is the GCF of the following? • 2, 6 2 • 25, 40 5 • 6, 18 6 • 16, 36 4

  14. GREATEST common factors What is the GCF of the following? • x, x2 • x2, x3 • xy, x2y • 2x3, 8x2

  15. GREATEST common factors What is the GCF of the following? • x, x2x • x2, x3 • xy, x2y • 2x3, 8x2

  16. GREATEST common factors What is the GCF of the following? • x, x2x • x2, x3x2 • xy, x2y • 2x3, 8x2

  17. GREATEST common factors What is the GCF of the following? • x, x2x • x2, x3x2 • xy, x2y xy • 2x3, 8x2

  18. GREATEST common factors What is the GCF of the following? • x, x2x • x2, x3x2 • xy, x2y xy • 2x3, 8x22x2

  19. Find the GCF for each polynomial a) 2x + 4y • 5a – 5b • 18x – 6y • 2m + 6mn • 5p2q – 10pq

  20. Find the GCF for each polynomial a) 2x + 4y 2 • 5a – 5b • 18x – 6y • 2m + 6mn • 5p2q – 10pq

  21. Find the GCF for each polynomial a) 2x + 4y 2 • 5a – 5b 5 • 18x – 6y • 2m + 6mn • 5p2q – 10pq

  22. Find the GCF for each polynomial a) 2x + 4y 2 • 5a – 5b 5 • 18x – 6y 6 • 2m + 6mn • 5p2q – 10pq

  23. Find the GCF for each polynomial a) 2x + 4y 2 • 5a – 5b 5 • 18x – 6y 6 • 2m + 6mn 2m • 5p2q – 10pq

  24. Find the GCF for each polynomial a) 2x + 4y 2 • 5a – 5b 5 • 18x – 6y 6 • 2m + 6mn 2m • 5p2q – 10pq 5pq

  25. Factor out the GCF for each polynomial a) 2x + 4y • 5a – 5b • 18x – 6y • 2m + 6mn • 5p2q – 10pq

  26. Find the GCF for each polynomial a) 2x + 4y 2(x + 2y) • 5a – 5b • 18x – 6y • 2m + 6mn • 5p2q – 10pq

  27. Find the GCF for each polynomial a) 2x + 4y 2(x + 2y) • 5a – 5b 5(a – b) • 18x – 6y • 2m + 6mn • 5p2q – 10pq

  28. Find the GCF for each polynomial a) 2x + 4y 2(x + 2y) • 5a – 5b 5(a – b) • 18x – 6y 6(3x – y) • 2m + 6mn • 5p2q – 10pq

More Related