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Score: Multiplying Binomials (A.REL3} Level 2 D4. Determine the area each part of the entire rectangle at the right. Write the entire area as a product equal to the area as a sum. -3 -6 /42+29メ-15 Level 3 D5. Rewrite the product as a sum. (3x +4)(8x - 2) 2x +5 みりメー6x+32メ-8 24xt(-6x+32x)-8 + 36. x -8) 1-

Score: Multiplying Binomials (A.REL3} Level 2 D4. Determine the area each part of the entire rectangle at the right. Write the entire area as a product equal to the area as a sum. -3 -6 /42+29メ-15 Level 3 D5. Rewrite the product as a sum. (3x +4)(8x - 2) 2x +5 みりメー6x+32メ-8 24xt(-6x+32x)-8 + 36. x -8) 1-

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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D1. Identifyand fully describe each as either a Rotation (center of rotation, direction, degrees) or a Re. (equation of line of reflection) or Translation (vertical and / or horizontal movement). DEVELOPING Transformations (G.CO.2, G.C0.5 Identify: Level 2 Rotation Identify: メ,0 Reflection Describe: Describe: groonN the Triginlo0 Level 3 D2. Graph Triangle with A(2,- 2) B(2,- 4) and C(4, –2) a. Reflect AABC over the y - axis and label it AA’B’C. What are the coordinates of A' ? b. Translate the original AABC left 3, up 4 to create AA"B"C". サ What are the coordinates of B"? All AL c. Rotate original AABC 90° counter - clockwise to create AA''B"C". of What are the coordinates of C"? Multiplying Binomials (A.REI.3} Score: Level 2 D4. Determine the area each part of the entire rectangle at the right. Write the entire area as a product equal to the area as a sum. 14ý 4+29メ-15 2. -36 Level 3 D5. Rewrite the product as a sum. (3x + 4)(8x – 2) 7x | 14x 24x -bx+32メ--8 2. 2x + 5 24xt(-6x+32x)-8 aux*+ 0.x-る。 -1
Transcribed Image Text:D1. Identifyand fully describe each as either a Rotation (center of rotation, direction, degrees) or a Re. (equation of line of reflection) or Translation (vertical and / or horizontal movement). DEVELOPING Transformations (G.CO.2, G.C0.5 Identify: Level 2 Rotation Identify: メ,0 Reflection Describe: Describe: groonN the Triginlo0 Level 3 D2. Graph Triangle with A(2,- 2) B(2,- 4) and C(4, –2) a. Reflect AABC over the y - axis and label it AA’B’C. What are the coordinates of A' ? b. Translate the original AABC left 3, up 4 to create AA"B"C". サ What are the coordinates of B"? All AL c. Rotate original AABC 90° counter - clockwise to create AA''B"C". of What are the coordinates of C"? Multiplying Binomials (A.REI.3} Score: Level 2 D4. Determine the area each part of the entire rectangle at the right. Write the entire area as a product equal to the area as a sum. 14ý 4+29メ-15 2. -36 Level 3 D5. Rewrite the product as a sum. (3x + 4)(8x – 2) 7x | 14x 24x -bx+32メ--8 2. 2x + 5 24xt(-6x+32x)-8 aux*+ 0.x-る。 -1
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