Reteaching - 8-3
You can multiply binomials by using the FOIL method. FOIL stands for First. Outer
Reteaching
Reteach 8-3. Name: 8-3. Reteaching. You can multiply binomials by using the FOIL method. FOIL stands for First. Outer
( 4 )x J ( 4 )5
26-Dec-2005 Use the Distributive Property to multiply binomials and polynomials. ... X(2x² + 4x+8) + 3 (2x² + 4x+8). 2x²+10x² + 20x + 24 x² - 49 x² + 3x + ...
Reteach 11-8
Use FOIL to multiply binomials with square roots. Multiply 3 2 4 2 . ( 3 V2 )( perimeter: 8 r. ^. 3 m. A. TABLE. 28 10 in. 8 6 in. 448 r. ^. 15 i n 2. ADDITION^.
Reteaching - 8-7
Some binomials are a difference of two squares. To factor these expressions Multiply to check your answer. (2x 1 3)(2x 2 3) 5 4x2 1 6x 2 6x 2 9. 5 4x2 2 ...
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Lesson 9-3 Multiplying Binomials. 507. 12n3 – 10n2 ± 34n – 56. 35. 13 x2 ± 2x 8. 7m3 ± 27m2 – 6m. 9. d5 – 4d3 – 18d2 pages 507–510 Exercises. 5. x2 ± 7x ± 10.
( 4 )x J ( 4 )5
26-Dec-2005 Use the Distributive Property to multiply binomials and polynomials. ... X(2x² + 4x+8) + 3 (2x² + 4x+8). 2x²+10x² + 20x + 24 x² - 49 x² + 3x + ...
Reteaching - 8-6
7x2 1 31x 1 12 5 (7x 1. )(x 1. ) The trinomial has two plus signs so the binomials also have plus signs. Because c is 12
Reteaching - 8-8
5 x(6x 2 5)(2x 1 3). 2x 1 3 is the common binomial term. Use the. Distributive Property to reorganize the factors. Multiply to check your answer. x(6x 2 5)(2x 1
Review - Zen-Math with Dr. Wade
8-3. Reteaching (continued). Multiplying Binomials. 2x2 ? 2 5 4x2. 3x ? 2 5 6x. 24 ? 2 8-8. Reteaching. Factoring by Grouping. You can factor some higher- ...
Reteaching - 8-3
You can multiply binomials by using the FOIL method. 8-3. Reteaching. Multiplying Binomials a2 1 3a 2 18. 6d2 1 8d 2 8. 5g2 2 12g 2 9 b2 1 b 2 20.
Practice
23. (4m - 1)(m + 4). 24. (7z + 3)(4z - 6). 25. (2h + 6)(5h - 3). 26. (3w + 12)(w + 3). 27. (6c - 2)(9c - 8). Practice. Form G. Multiplying Binomials.
Review
8. 5e2(–3e2 – 2e – 3). 9. 4f(–3f3 + 2f2 + 6). Multiplying and Factoring. Problem 8-3. Review. You can multiply binomials by using the FOIL method.
8.3 Mult.Bionmials.Notes
Section 8-3: Multiplication of Binomials Multiply 2x(5x + 8) + 3(5x + 8). 10x2 + 16x + 15x + 24 ... Multiply A Binomial by a Trinomial:.
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3. 7.15x-x²³ +3. 8. 5x + 2x²-x + 3x². 9. 9x³. -X³+15X +3. 3x² + 2x² + 4x 8-3. Multiplying Binomials. Simplify each product using the Distributive ...
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8. (3x + 2)(3x + 2). 11. (4x + 1)(2x ? 1). BGQ. Lesson 9-3 Reteaching. 1000 000-0000000. Multiplying Binomials. 9). 3. (x-3)(x +. 6. (x + 4)(2x + 5).
Practice
8-3. Practice. Form K. Multiplying Binomials. Simplify each product using the Distributive Property. 1. (b J 2)(b + 1). 2. (x + 6)(x + 5). 3. (3n + 1)(n J 8
Binomial Squares and Other Special Products
This problem asks us to find the square of a binomial. Solution: Examples: Multiply using the FOIL method. 8. (2x – 3)(2x + 3).
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The denominator is 8 so the divisor is 8. So = 58. So 3 8 = 3. Write a division expression for each fraction.
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Lesson 9-3 Multiplying Binomials. 505. Multiplying Binomials. Part 1 Multiplying Two Binomials. You can use an area model to multiply two binomials.
Multiplying Binomials - Math Men
Reteaching 8-3 Multiplying Binomials You can multiply binomials by using the FOIL method FOIL stands for First Outer Inner and Last Problem What is the simplifi ed form of (4x 3)(2x 6)? 1 Use the FOIL method to simplify the binomial Solve x 4 x x2 2 5 8 Multiply the First terms x x 4 ? 6 5 24 Multiply the Outer terms x x 3 ? 2 5 6
Multiplying Binomials - Math Men
8-3 Practice Form K Multiplying Binomials Simplify each product using the Distributive Property 1 (b2 2)(b1 1) 2 (x1 6)(x1 5) 3 (3n1 1)(n2 8) 4 (2t2 7)(t2 5) 5 (y1 3)(y1 7) 6 (b2 6)(b1 3) Simplify each product using a table 7 (x1 1)(x2 11) 8 (h2 2)(3h1 5) 9 (8w2 3)(4w2 7) 10 (3c1 13)(13c1 3) 11 (3a1 2)(a2 2) 12 (t1 7)(2t2 4) 13
0022 hsm11a1 te 0803tr - Math Men
8-3 Reteaching You can multiply binomials by using the FOIL method FOIL stands for First Outer Inner and Last What is the simplified form of (4x + 3)(2x + 6)? Use the FOIL method to simplify the binomial Solve 4x · 2x = 8x2 Multiply the First terms 4x · 6 = 24x Multiply the Outer terms 3 · 2x = 6x Multiply the Inner terms 3 · 6
Searches related to 8 3 reteaching multiplying binomials
The term FOIL is a memory device for applying the Distributive Property to the product of two binomials EXAMPLE 1: MULTIPLYING USING FOIL Simplify 1 2 3 4 5 6 7 8 9 10 11 12 (3x+4)(2x+5)(3x?4)(2x+5)(3x+4)(2x?5)(3x?4)(2x?5) (4x+2)(3x?1)(6x?5)(3x+1)(3x?4)(3x+1)(3x+4)(3x?4) (d+9)(d?11)(b+3)(2b?5)(2x?5)(x?4)(2x
Name Class Date
Copyright © by Pearson Education, Inc., or its affiliates. All Rights Reserved. Simplify each product using the Distributive Property.1. (x+3)(x+8) 2. (y-4)(y+7) 3. (m+9)(m-3) 4. (c-6)(c-4) 5. (2r-5)(r+3) 6. (3x+1)(5x-3)
7. (d+2)(4d-3) 8. (5t-1)(3t-2) 9. (a+11)(11a+1)
Simplify each product using a table. 10. (x+3)(x-5) 11. (a-2)(a-13) 12. (w-4)(w+8)13. (5h-3)(h+7) 14. (x-3)(2x+3) 15. (2p+1)(6p+4)
Simplify each product using the FOIL method.
þÿ�� 16. (2x-6)(x+3) 17. (n-5)(3n-4) 18. (4p 2 +2)(3p-1)19. (a+7)(a-3) 20. (x+3)(3x-2) 21. (k-9)(k+5) 22. (b-5)(b-11) 23. (4m-1)(m+4) 24. (7z+3)(4z-6)
25. (2h+6)(5h-3) 26. (3w+12)(w+3) 27. (6c-2)(9c-8)
Practice Form G
Multiplying Binomialsx
2 -2x-15 5h 2 +32h-21x 2 +11x+24 c 2 -10c+24 4d 2 +5d-6 2x 2 -18 a 2 +4a-21 b 2 -16b+55 10h 2 +24h-18
a2 -15a+26 2x 2 -3x-9 y 2 +3y-28 2r 2 +r-15 15t 2 -13t+2 3n 2 -19n+20 3x 2 +7x-6 4m 2 +15m-4 3w 2 +21w+36
w 2 +4 w-3212p 2 +14p+4 m 2 +6m-27 15x 2 -4x-3 11a 2 +122a+11
12p 3 -4p 2 +6p-2 k 2 -4k-45 28z
2 -30z-18 54c
2 -66c+16
Name Class Date
Copyright © by Pearson Education, Inc., or its affiliates. All Rights Reserved.28. What is the surface area of the cylinder at the right? Write your
answer in simpli?ed form.29. ?e radius of a cylindrical popcorn tin is (3x+1) in. ?e height
of the tin is three times the radius. What is the surface area of the cylinder? Write your answer in simpli?ed form.30. ?e radius of a cylindrical tennis ball can is (2x+1) cm. ?e height of the
tennis ball can is six times the radius. What is the surface area of the cylinder?Write your answer in simpli?ed form.
Simplify each product.
31. (x+3)(x
2 -2x+4) 32. (k 2 -5k+2)(k-5)33. (3a
2 +a+4)(2a-6) 34. (2x 2 +2x-6)(3x-4)35. (4g+5)(2g
2 -7g+3) 36. (m 2 -2m+7)(3m+6)37. (2c+8)(2c
2 -4c-1) 38. (t+8)(3t 2 +4t+5)39. A medical center's rectangular parking lot currently has a length of 30 meters and a width of 20 meters. ?e center plans to expand both the length and the width of the parking lot by 2x meters. What polynomial in standard form represents the area of the expanded parking lot?
40. Error Analysis Describe and correct the error made in
?nding the product.41. Multi Step ?e height of a painting is twice its width x. You want
a 3 inch wide wooden frame for the painting. ?e area of the frame alone is 216 square inches. a. Draw a diagram that represents this situation. b. Write a variable expression for the area of the frame alone. c. What are the dimensions of the frame?Practice (continued) Form G
Multiplying Binomials
x 4 x 7 (2x - 3)(x + 7) 2x 2 + 17x + 21 2x 3x32x 2 14x 217x4Px 2 +38Px+88P
72Px
2 +48Px+8P
56Px
2 +56Px+14P
x 3 +x 2 -2x+12 6a 3 -16a 2 +2a-24 8g 3 -18g 2 -23g+153m 3 +9m+42 4c 3 +8c 2 -34c-8 4x 2 +100x+600
length is 26; width is 16
18x+36
In the table, the 3 should be -3. Therefore, 3x should be -3x and 21 should be -21. The answer is 2x 2 +11x-21. k 3 -10k 2 +27k-106x 3 -2x 2 -26x+24 3t 3 +28t
2 +37t+40
x 1
6x2x 1 62x
HSM11A1TR_0803_T0002
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