Lesson 5 1 focused on multiplying two binomials Explain a strategy that can be used to multiply any two polynomials Answer
Lesson focused on multiplying two binomials Explain a strategy that can be used to multiply
Lesson focused on multiplying two binomials Explain a strategy that can
multiplying two binomials Explain a strategy that can be used to multiply any two polynomials Answer
Lesson focused on multiplying two binomials Explain a strategy
that can be used to multiply any two polynomials Answer
Lesson focused on multiplying two binomials Explain
Lesson focused on
Lesson 5.1 focused on multiplying two binomials . Explain a strategy that can be used to multiply any two polynomials . Answer:

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3. Lesson 5.1 focused on multiplying two binomials. Explain a strategy that can be used to multiply any two polynomials. Answer: 4. Completely factor each of the following expressions. /2 a. 12r - 3r2 Answer: /2 b. 81 - n2 Answer: /2 c. x2 + 4x - 45 Answer: /2 d. 4x2 + 24x + 36 Answer: /2 e. 3x2 + 5xy - 2y2 Answer: 5. Ian factored 12x3y3 -24x2y3into 6xy(2x2y2 -4xy2). /1 a. Verify that Ian's factorization is correct, using multiplication. Answer: /1 b. Ian's factorization is not considered 'complete'. Explain why. Answer: /1 c. Show the complete factorization of 12x3y3 -24x2y3. Answer: /2 6. The area of a rectangle is 2x2 -7x - 15. Determine binomials that represent the length and width of this rectangle. Answer: 7. Huan claims that the difference of squares method of factoring can be used even when the values aren't perfect squares. An example of his thinking is shown. /1 a. Verify that Huan's factorization is correct, using binomial multiplication. Answer: /1 b. Use Huan's strategy to factor 10 - 3x2. Answer:

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