Day 1 β Category 1 1. (A.10A) Simplify the polynomial expression below. (βπ₯ 2 + 5π₯ ) β (6π₯ 2 + π₯ β 2) A. β7π₯ 2 + 6π₯ + 2 B. 5π₯ 2 + 6π₯ β 2 C. 5π₯ 2 + 6π₯ D. β7π₯ 2 + 4π₯ + 2 3 5 2. (A.10D) Which expression is equivalent to 2π (2 π + 1) + 3 (3 π β 2)? A. 3π2 + 5π β 1 B. 3 4 π2 + 23 9 πβ6 C. 3π2 + 7π β 6 D. 3 4 5 π2 + 9 π β 1 3. (A10.E) Which function is equivalent to π(π₯) = 6π₯ 2 β 13π₯ + 5? A. π (π₯ ) = (3π₯ β 1)(2π₯ + 5) B. π (π₯ ) = (3π₯ β 5)(2π₯ β 1) C. π (π₯ ) = (3π₯ β 1)(2π₯ β 5) D. π (π₯ ) = (3π₯ β 5)(2π₯ + 1) Day 1 β Category 1 4. (A11.B) A rectangular prism has a width of π₯ inches, a length of π₯²π¦ inches, and a height of 𦲠inches. Which expression represents the volume in cubic inches of this rectangular prism? A. 4π₯²π¦² B. 4π₯³π¦³ C. π₯²π¦² D. π₯³π¦³ 5. (A11.B) Which expression is equivalent to A. B. 12π₯ 6π¦ β4 π§ 2 3π₯ 2 π¦ β6π§ 3 ? 9π₯ 8 π§ 5 π¦ β10 4π₯ 8 π§ 5 π¦ β10 C. D. 9π₯ 4π¦ 2 π§ 4π₯ 4π¦ 2 π§ 6. (10B) Find the product of (x β 1) and (2x2 β x + 5) A. 2x3 + 3x2 + 6x β 5 C. 2x3 β 3x2 + 6x β 5 B. 2x3 β 3x2 + 5x β 5 D. 2x3 + x2 + 4x + 5 7. (10B) Maggie May wants to install a pool in her backyard. The pool will have a width of 2x and length of 6x β 1. The backyard has a width of 3x + 2 and length of 5x β 7 What is the area of the yard that is left after the pool is installed? Day 1 β Category 1 8. (10B) In which step below does a mistake first appear in simplifying the expression 0.5(β12c + 6) β 3(c + 4) + 10(c β 5)? Step 1: β6c + 3 β 3(c + 4) + 10(c β 5) Step 2: β6c + 3 β 3c β12 + 10(c β 5) Step 3: β6c + 3 β 3c β12 + 10c β 50 Step 4: 7c β 41 A Step 1 B Step 2 C Step 3 D Step 4 3π 1/2 9. (The radius r of the base of a cone is given by the equation π = (πβ) where V is the volume of the cone and h is the height of the cone. To the nearest tenth of an inch, find the radius of a conical paper cup that has a volume of 5 cubic inches and a height of 4 inches. Use 3.14 for π. A. 0.6 in. B. 1.09 in. C. 1.2 in. D. 2.4 in. 10. Find the area of a square with a side length of β3 π 9 4π 2 inches. A. β5 π 9 4π 2 6 18 C. β π 16π 4 in2 B. in2 D. β 5π 9 8π 4 in2 β 9π 49 16π 4 in2 Day 1 β Category 1 11. Divide: 12. 2x2 + 9x + 9 x+3 a. b. c. d. 13. (24x a. b. c. d. 14. (x 2 a. b. c. d. x+3 2x β 3 2x + 3 2x + 6 6 + 24x 5 + 72x 4 ) ÷ 8x 3x3 + 3x2 + 9x 16x3 + 16x2 + 64x 3x6 + 3x + 9 3x9 + 3x8 + 9x7 β10x + 25) ÷ (xβ 5) 5x β 5 X+5 X β 30 x-5 3 Day 1 β Category 1 15. 16. Answers: 1. D 2. C 3. B 4. D 5. D 6. C 7. 3X2 β 9X β 14 8. D 9. B 10. C 11. A 12. C 13. A 14. D 15. C 16. A
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