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(2) 11.. 12.. Multiply: 2m4 (5m3 + 4m. 1). 16.. A.. 11m8. B.. C.. 10m12 + 8m4. D. 10m7 + 8m4. Simplify: (2x A.. 7x2. C.. 10x2. 10m7 + 8m5. 2. A.. (3x + 4)(3x. 2. C.. (3x + 2)(3x + 8). 17.. 13x. 3. B.. 10x2 + 2x. D. 10x2. 3. 15x. 3. 18. 13.. Simplify: (p. 5)2. A.. p2 + 10p + 25. B.. C.. p2. D. p2. 10p + 25. p2 + 5p + 10. Which of the following equations could be used to solve this problem? The product of two consecutive integers is 132.. 15.. 4). B.. (3x + 1)(3x. D. (3x. Factor completely: 21x2. 4)(3x. 4). 35x. A.. 7(3x2. 5x). B.. C.. 7x(3x. 5). D. 3x(7x. Factor: x2 + x. 16). 7x(3x. 6) 12). 20. A.. (x. 5)(x + 4). B.. (x. 20)(x + 1). C.. (x. 2)(x + 10). D. (x + 5)(x. 4). B.. 18). 5p + 25 19.. 14.. 16. 2m4. 3)(5x + 1). 15x. Factor: 9x2. A.. n + (n + 1) = 132. B.. n + (n + 2) = 132. C.. n(n + 1) = 132. D. n(n + 2) = 132. 20.. The length of a rectangular eld is 5 meters longer than its width. The area of the eld is 176 square meters. Which equation will determine the dimensions of the eld? A.. x2 + 5x + 176 = 0. B.. C.. 4x + 10 = 176. D. x2 + 5x = 176. Factor: b2. 12b + 36. A.. (b. 6)(b. 6). C.. (b. 6)(b + 6). (b. 2)(b. D. (b + 4)(b. 9). If 2 < x < 5, which of the following is true? A.. x>5. B.. C.. 2x < 10. D. 2x > 10. 21.. In the equation S = when S = 100.. 22.. Solve. 6. t 3. 2>x. 90, nd the value of t. x2 + 5 = 176. page 2. 2c. c+4. Math II Midterm Review.
(3) 23.. 24.. Solve: x2. 49 = 0. 29.. A.. f 7; 7g. B.. f1; 49g. C.. f24; 25g. D. f 49; 49g. Solve: 8x2 + 5x A.. 1 4;. C.. 2; 4. 26.. A.. f4; 4g. B.. C.. f0; 8g. D. f4; 16g. 30.. Solve: 6x2 + x. C.. A.. y = 3 and y = 6. B.. C.. y = 0 and y = 2. D. y = 3 and y = 6. Solve: x2. C.. 3 8;. 1. D.. 3; 5. B.. 2 1 3; 2. 31.. 7x + 12 = 0. 1; 6 3; 4. Solve: a2. 3a. 2 3;. 1 2. Solve: (x. f3; 5g. 1)2 = 16. f 3; 5g. B.. D.. 3;. 4. C.. f3; 5g. D. f 3; 5g. 18 = 0. f 6; 3g. D. f 18; 1g. f 3; 6g 32.. Solve: x2. C.. Solve: 2c2 + 14c + 24 = 0 7. 3, or. D.. A.. C.. 0,. 3. 6. B.. C.. 2;. 1;. f 2; 9g. 3 or. 1; 2. B.. A.. A.. 2=0. y = 2 and y = 0. A. 28.. B.. f0; 8g. What are the solutions of the equation (y 3)(y 6) = 0?. A.. 27.. 3 2. Solve: 3x2 = 48. A. 25.. 3=0. B. 4. 3 or. D. 0, 2, or. 6; 2 6; 2. x = 12 B.. 3; 4. D.. 12; 1. 4 12. page 3. Math II Midterm Review.
(4) 33.. Which of the following represents the graph of f (t) = 3t2 12t + 17 ?. 34.. Which of the following is the graph of f (x) = (x + 2)2 5?. A.. A.. B.. B.. C.. C.. D.. D.. page 4. Math II Midterm Review.
(5) 35.. Which of the following is the graph of y = x2. 36.. 3?. A.. Which one of the graphs could be for y = a(x h)2 + k, if a < 0, h > 0, and k < 0? A.. B. B.. C. C.. D.. D.. page 5. Math II Midterm Review.
(6) 37.. Which one of the following sketches is a reasonable graph of y = 2x + 3? A.. C.. 38.. B.. The graph of y = 4x graph of y = 4x 7 ?. D.. 4. is given. Which is the. A.. B.. C.. D.. 39.. page 6. The graph of ( 12 )x = y lies only in A.. quadrant I. B.. quadrant II. C.. quadrants I and II. D. quadrants I and IV. Math II Midterm Review.
(7) 40.. 41.. The graph of y = 3x. Given this system of equations:. A.. intersects the x-axis only. y=x+1 y = 2x + 4. B.. intersects the y-axis only. Which graph shows the solution?. C.. intersects both coordinate axes. A.. D. does not intersect either axis. B.. C.. D.. page 7. Math II Midterm Review.
(8) 42.. Given this system of equations:. 43.. Solve the following system of equations for y:. x y= 1 2x + y = 4. x = 3y. Which graph shows the solution?. A.. 6. 15. 2x + y = 5. B.. 3. C.. 0. D. 5. 3. D.. A.. 44. Solve for x:. A.. 2. x 3x. y+5=0 y+9=0. B.. 2. C.. 1 3. B. 45.. C.. The set of equations 3x has .. 4y = 8 and 4y. A.. an in nite set of solutions. B.. two solutions only. C.. one solution only. 4x = 6. D. no solution. 46.. How many points of intersection are there between the graphs of y = x2 + 3 and y = 1? A.. D.. 47.. page 8. 0. B.. 1. C.. 2. D. 4. Solve the system: y = x2 y=2 x A.. ( 2; 4), (1; 1). B.. (2; 4), (1; 1). C.. ( 2; 4), (1; 1). D. (1; 1), (2; 4). Math II Midterm Review.
(9) 48.. Which graph represents 2x. 3y. 9?. 49.. A.. Which graph represents the solution of the 2 inequality y 3 x + 2? A.. B.. B.. C.. C.. D.. D.. page 9. Math II Midterm Review.
(10) 50.. Which of the following is the graph of y y x?. 0 and. 51.. Which graph shows the solution to the following system of inequalities? 3y + 2x 2x y. A.. 6 7. A.. B.. B.. C.. C.. D.. D.. page 10. Math II Midterm Review.
(11) 52.. The length of a rectangle is two more than the width. The perimeter of the rectangle is 72 meters. What is the length of the rectangle? A.. 53.. 17 m. B.. 19 m. C.. 21 m. 56.. D. 23 m. A population of bacteria can multiply vefold in 48 h. If there are 5000 bacteria now, how many will there be in 144 h? A.. 12 500. B.. C.. 72 000. D. 100 200. 57.. 625 000. 58. 54.. 55.. In 2005, the population of a state was 31 006 000. If the population grows at 1.2% per year, approximately how many years (from 2005) it will take the population to reach 40 000 000? (Assume that the population will continue to grow at the same rate.) A.. 150 years. B.. C.. 249 years. D. 21 years. You bought your home for $420,000 and its value increases each year by 8%. Approximately, how many years will it take for the house to be worth $600,000? A.. 4.6 years. B.. 4.8 years. C.. 5.0 years. D. 5.2 years. Three times a number n is greater than 8 more than the number. Which of the following inequalities best represents this information? A.. 3n > n + 8. B.. 3n > 8. C.. 3n + 8 > n. D. 3(n + 8) > n. Which of the following graphs is a function? A.. 26 years B.. Lynn worked 22 hours last week. She is paid $5 per hour to babysit for the Smith's while the Jones' pay her $6.00 per hour. If she earned $119, how many hours did she babysit for the Jones'? A.. 12 hours. B.. C.. 9 hours. D. 7 hours. C.. 11 hours. D. none of these. page 11. Math II Midterm Review.
(12) 59.. This equation represents what type of function? y = jx. 60.. 64. State the domain and range of the function y = jxj 4. 4j + 2. A.. linear. B.. quadratic. C.. exponential. D. absolute value. 65.. This equation represents what type of function? y=. 1 3 x + 5x 2. A.. quadratic. B.. C.. absolute value. D. cubic. x 2 IR and y. 4 4. B.. x 2 IR and y. D. x 2 IR and y. 4 4. State the domain and range of the function y = 2x A.. x 2 IR and y > 0. B.. C.. x > 0 and y 2 IR. D. x > 0 and y > 0. x 2 IR and y 2 IR. What is the domain of the function?. 5. A.. linear. B.. C.. absolute value. D. cubic. quadratic. linear. B.. C.. exponential. D. cubic. 67.. quadratic. 68.. f( 1; 4); (4; 3); (4; 4); (1; 3)g f 1; 3; 4g. B.. C.. f3; 1; 4g. D. f 1; 1; 4g. 2. A.. all real numbers. B.. all real numbers less than or equal to 7. C.. all real numbers except 2. The size of a fungal colony is modeled by the equation z(t) = 32 t2 + 17, where z is the size of the colony in microns and t is the time in hours. Determine the size of the colony in 5 12 hours. A.. What is the domain of the given relation?. A.. x. D. all real numbers except 7. This equation represents what type of function?. A.. 3. f (x) = 7. y = 4x+1. 63.. C.. This equation represents what type of function? y = 3x2. 62.. x 2 IR and y. exponential. 66. 61.. A.. f4; 3; 4g. B.. 25 34. C.. 28 38. D. 58 38. A ball is thrown in the air. Its height, h (in meters), is given by h = 4:9t2 + 30t + 6, where t is the time (in seconds). What is the height of the ball at the instant it is thrown? A.. page 12. 62 38. 4.9 m. B.. 6m. C.. 30 m. D. 31.1 m. Math II Midterm Review.
(13) 69.. How many solutions are shown by the graph of the quadratic function?. 72.. What is the domain of the function shown?. A.. zero. B.. one. C.. two. A.. x. 0. B.. C.. y. 0. D. all real numbers. x. 0. D. three. 70. 73.. Consider the graph of the function y = 32(x 3) . Identify the domain and range of the function.. What are the roots of the function whose graph is shown?. 71.. A.. f 4g. B.. C.. f1; 5g. D.. f 2; 3g. Given the graph, describe the range. A.. x. 1. B.. y. 1. C.. x<1. A.. domain: x < 5; range: all real numbers. B.. domain: all real numbers; range: y > 0. C.. domain: x < 6; range: y > 0. D. domain: all real numbers; range: all real numbers. D. All Real Numbers. page 13. Math II Midterm Review.
(14) 74.. When x is a real number, which of the following is the graph of y = jxj 4?. 77.. Each ea lays 400 eggs. The formula for growth of eas beginning with only 1 ea is P = 1 400n. A.. where P is the total population of eas and n is the number of days. Assuming nothing happens to kill the eas, how many eas will be in the house after 3 days?. B.. 78.. A.. 64,000. B.. C.. 16,000,000. D. 64,000,000. The sh in Lake Ray Robert increase in population by the formula P=B. C.. 6,400,000. 3 t 2. where P is the current population, B is the beginning population and t is the number of years that have passed. If the lake was stocked in 1990 with 1000 sh, about how many sh are expected to populate the lake in 1998?. D.. 79.. (. 2. 75.. Graph f (x) =. 76.. 8 < x Graph f (x) = 5 : 2 x. 1 x. A.. 11,391. B.. C.. 21,057. D. 25,629. The formula for exponential growth is y = a(1 + r)t , where a is the initial amount, r is the rate of growth, and t is the number of intervals. Since this formula can be used on any problem dealing with a quantity that has a regular increase at a xed percent, use the formula to determine the answer to the following problem.. if x < 0, if x = 0, if x > 0,. 3. 14,322. In 1990, there were 2,458 students who successfully completed Algebra II. If the success rate for completing Algebra II increases by 1.5% a year, how many students successfully completed Algebra II in 1997? A.. if x < 0, if x = 0, if x > 0, 80.. page 14. 2,300. Solve: 323x. B.. 1. 2,476. C.. 2,707. D. 2,728. = 64x. Math II Midterm Review.
(15) 81.. Solve: 162x. 5. = 128x. 86.. 82.. Solve for x: 2x+2 = ( 12 )x. 83.. Given the graph for one quadratic function and the table of values for another, determine which has a smaller minimum. x 3. 35. 1. 11. 1 2 3. 84.. 85.. B.. g(x), minimum =. 3. C.. f (x), minimum =. 3. D. f (x), minimum =. 5. If f (x) = 3x2 , then f (x. 88.. 5 3. 3x2. 9x + 9. B.. C.. 3x2. 18x + 27. D. 3x2. 3x2. Find 2f (x) 3g(x), given f (x) = 2x2 g(x) = x2 + 10x + 5 . A.. x2. 36x. 13. B.. C.. x2 + 30x. 13. D. x2. B.. C.. 4x2 + 2x + 2. D. 4x2 + 8x + 4. If f (x) = 2x and g(x) = x g(f (3))? 6. B.. 2. 2x2 + 4x + 3. 4, what is the value of. C.. 0. D. 2. Given the graph of g(x) = f (x) 7. What is the name for the parent function f (x)?. 5. 11. 3) is equivalent to. A.. x2 + 2x + 3. 21. 0. g(x), minimum = 3. A.. A.. g(x) 2. A.. 87.. If f (x) = 2x + 1 and g(x) = x2 + 2x + 1, nd f (g(x)).. 18x. linear. B.. exponential. C.. square root. D. quadratic. 27. 9x + 18. 89.. 3x + 1 and. 7x2 + 24x + 17 36x. A.. Which statement describes the e ect on the vertex of the parabola y = x2 3, if the equation is changed to y = x2 + 5 ? A.. The vertex is translated upward 5 units.. B.. The vertex is translated upward 8 units.. C.. The vertex is re ected downward 2 units.. D. The vertex does not change its position.. 17. page 15. Math II Midterm Review.
(16) 90.. Let f (x) =. 1 1 and g(x) = x x. 93.. 4.. Describe the transformation from f (x) to g(x). A.. translated 4 units to the right. B.. translated 4 units up. C.. translated 4 units to the left. 94. p p Let f (x) = x and g(x) = x + 4. Which of the following statements is true about the graphs of the functions? A.. g(x) is f (x) translated 4 units to the left. B.. g(x) is f (x) translated 4 units to the right. C.. g(x) has the same domain as f (x). D. g(x) has the same range as f (x). 92.. slides the graph 7 units left. B.. slides the graph 7 units up. C.. slides the graph 7 units down. Translation of 9 units to the right. B.. Translation of 9 units to the left. C.. Translation of 9 units up. If f (x) = x3 is transformed into the graph of h(x) = (x + 4)3 + 3, which of the following describes the transformation? A.. Translation of 4 units to the right and 3 units up. B.. Translation of 4 units to the left and 3 units up. C.. Translation of 3 units to the right and 4 units up. D. Translation of 3 units to the left and 4 units up. Consider the equation y = jxj. What e ect will replacing x with x + 7 have on the graph? A.. A.. D. Translation of 9 units down. D. translated 4 units down. 91.. If f (x) = x3 is transformed into the graph of h(x) = (x 9)3 , which of the following describes the transformation?. 95.. A city starts with a population of 500,000 people in 2007. Its population declines according to the equation P(t) = 500; 000e. 0:099t. where P is the population t years later. Approximately when will the population be one-half the initial amount?. D. shrinks the graph by a factor of 7. A.. page 16. 2010. B.. 2014. C.. 2056. D. 2147. Math II Midterm Review.
(17) 96.. 99.. Which shape, if rotated 90 , will coincide with itself? (“Coincide” means means there's an exact match between the set of points, or one shape will lay perfectly on top of the other.) A.. rectangle. B.. C.. parallelogram. D. square. A0 is the image of A. Which of the following rotations could be used to perform this transformation? I.. 90 counterclockwise. II. 90 clockwise. equilateral triangle. III. 270 clockwise IV. 270 counterclockwise A0. 97.. What is the image of point A after a rotation of 180 in the counterclockwise direction? x ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? y. G D. F C. A.. C. B.. E. E B. !. x ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? y. A. !. A.. I only. B.. III only. C.. IV only. D. I and III. H A. C.. F. 100. If a point in Quadrant II is re ected in the y-axis, its image will lie in Quadrant .. D. G. A.. I. B.. III. C.. IV. D. on the y-axis. 98.. What is the image of ( 2; 3) after a rotation of 90 counterclockwise? A.. (3; 2). B.. C.. ( 2; 3). D. ( 3; 2). 101. A point (3; 5) is re ected over the x-axis. What are the coordinates of the image point?. (2; 3). page 17. A.. (3; 0). B.. (3; 5). C.. ( 5; 3). D. ( 3; 5). Math II Midterm Review.
(18) 106. If the triangle is translated so that Z becomes Z 0 ( 2; 3), then X becomes .. 102. Find Q0 , the image of Q(2; 3), after a re ection across the line y = x. A.. ( 2; 3). B.. ( 2; 3). A.. X 0 (1; 0). C.. ( 3; 2). D. (3; 2). B.. X 0 (2; 1). C.. X 0 (0; 2). D. X 0 (1; 1) 103. What is the image of point A after a rotation of 90 in the counterclockwise direction followed by a re ection in the x-axis? x ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? y. G D. F C. A.. C. B.. D. E. 107. If the triangle XYZ is re ected about the vertical line x = 3, what would be the new coordinates for Z 0 ?. B. !. H A. C.. E. A.. (2; 2). B.. (2; 2). C.. (8; 2). D. (8; 2). D. H. 104. What are the coordinates of (2; 3) after a translation down 3 units and then a rotation of 90 in a clockwise direction about (0; 0)? A.. (0; 2). B.. C.. (2; 0). D. ( 2; 0). 108. Which of these symbols have vertical but not horizontal line symmetry?. (2; 2). I. II. III.. 105. Re ect the point ( 4; 1) across the line y = 2, then translate it horizontally ve units in the positive direction. What are the intermediate and the nal coordinates, respectively? A.. (0; 1), (5; 1). B.. C.. ( 4; 5), (1; 5). D. ( 4; 1), (1; 1). IV.. (0; 1), (0; 6). page 18. A.. I and IV only. B.. II and IV only. C.. all except III. D. all except IV. Math II Midterm Review.
(19) 109. State the congruence relation for ^XYZ and ^PQR. A.. ASA. B.. SSA. C.. SAS. 113. In the gure shown, mOT = mOV and E is the midpoint of TV. What congruence statement would prove ^TER = ^ VEC ? A.. SSS. B.. ASA. C.. SSA D. not necessarily congruent. D. not necessarily congruent. 114. In the diagram, AC = AD and AB bisects OA. Which congruence method is therefore used to conclude that ^ ABC = ^ADB ?. 110. State the congruence relation for ^ABC and ^DEF. A.. SSS. B.. SSA. C.. AAA. D. SAS. A.. ASA. B.. SSS. C.. SAS. D. AAA. 111. State the congruence relation for ^FLE and ^FUE. A.. ASA. B.. C.. SSA. D. SSS. 115. In the gure, FE = LS, mOYSL = mOHEF and HE = YS. Complete the statement.. AAA. ^FEH = ^ A.. YSL. B.. C.. LEY. D. SYL. LSY. 112. In the gure shown, mOF = mOU and FL = UL. What congruence statement would prove ^LOF = ^LOU ? A.. SAS. B.. ASA. C.. AAA. 116. If triangle ABC is congruent to triangle DEF, then which of the following is true?. D. not necessarily congruent. page 19. A.. OB = OE. B.. C.. OA = OF. D. BC = DE. AB = EF. Math II Midterm Review.
(20) 117. Given: Prove:. 118. Given:. WY is the angle bisector of OXWZ mOXYW = mOZYW. statement. mOXWY = mOZWY WY = WY. mOXYW = mOZYW ^WXY = ^ WZY. VX = WZ Y is the midpoint of XZ. ^WXY = ^WZY. WY is the O bisector of OXWZ. VY = WY. Prove:. ^VXY = ^WYZ. reason (1) (2). statement. (3). Y is the midpoint of XZ. (4). B.. de nition of a perpendicular bisector. C.. re exive property. (2). VY = WY. In the above proof, what is reason (3)? de nition of an altitude. (1). XY = YZ. (5). A.. reason. (3). VX = WZ. (4) (5). ^VXY = ^ WYZ. In the above proof, what is reason (2)?. D. de nition of a right angle. A.. de nition of angle bisector. B.. de nition of angle midpoint. C.. de nition of midpoint. D. de nition of perpendicular bisector. 119. Which of the following cannot be the lengths of the sides of a triangle?. page 20. A.. 1, 1, 1. B.. C.. p. D. 5, 12, 13. 2,. p 2, 2. 1, 2, 3. Math II Midterm Review.
(21) 120. Two sides of a triangle are 4 cm and 11 cm. The third side must be . A.. less than 4 cm. B.. greater than 11 cm. C.. between 7 cm and 15 cm. 123. One end of a line segment has the coordinates (1; 3). If the middle point is (5; 8), then what are the coordinates of the other endpoint? A.. (3; 5:5). B.. (9; 12). C.. (6; 11). D. (9; 13). D. between 4 cm and 7 cm 124. Find the coordinates of the midpoint M, and the length L of the line segment joining the points (3; 2) and (4; 1). Answer in simplest radical form. 121. a2 + b2 = c2 is true for every right triangle. For what kind of triangle would a2 + b2 < c2 be true? A.. acute triangle. B.. obtuse triangle. C.. any non-right triangle. M( 12 ; 12 ), p L= 2. A.. M( 72 ; 32 ), p L= 2. B.. C.. M( 21 ; 12 ), p L= 2. D. M( 12 ; 12 ), p L= 3. 125. What is the scale factor of the dilation that would map ^ ABC ! ^A0 B0 C0 ?. D. no triangles. 122. Join AB on the coordinate plane. Determine the midpoint of AB.. A. x ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? ? y. !. A.. (1; 1). B.. C.. ( 1; 1). D. ( 1; 1). B.. 3. C.. 4. D. 6. 126. Find the length of side x.. B. A.. 1 2. (1; 0). page 21. A.. 10. B.. 12. C.. 144. D. 194. Math II Midterm Review.
(22) Problem-Attic format version 4.4.195 c 2011–2013 EducAide Software _ Licensed for use by New User Terms of Use at www.problem-attic.com Math II Midterm Review. 10/28/2013. 1. Answer: Objective:. A N.RN.1. 15. Answer: Objective:. D A.CED.1. 2. Answer: Objective:. B N.RN.1. 16. Answer: Objective:. A A.SSE.3A. 3. Answer: Objective:. D A.SSE.3C. 17. Answer: Objective:. C A.SSE.3A. 4. Answer: Objective:. A A.SSE.3C. 18. Answer: Objective:. D A.SSE.3A. 5. Answer: Objective:. C A.SSE.3C. 19. Answer: Objective:. A A.SSE.3A. 6. Answer: Objective:. A A.SSE.2. 20. Answer: Objective:. C A.REI.3. 7. Answer: Objective:. D A.SSE.2. 21. Answer: Objective:. 30 A.REI.03. 8. Answer: Objective:. A A.SSE.2. 22. Answer: Objective:. c A.REI.03. 9. Answer: Objective:. A A.APR.1. 23. Answer: Objective:. A A.REI.4B. 10. Answer: Objective:. C A.APR.1. 11. Answer: Objective:. 24. Answer: Objective:. A A.REI.4B. B A.APR.1. 12. Answer: Objective:. 25. Answer: Objective:. D A.REI.4B. C A.APR.1. 13. Answer: Objective:. 26. Answer: Objective:. C A.REI.4B. C A.APR.1. 14. Answer: Objective:. 27. Answer: Objective:. B A.REI.4B. C A.CED.1. 2 3.
(23) Teacher's Key 28. Answer: Objective:. B A.REI.4B. 43. Answer: Objective:. D A.REI.6. 29. Answer: Objective:. B A.REI.4B. 44. Answer: Objective:. A A.REI.6. B A.REI.4B. 45. Answer: Objective:. C A.REI.6. 31. Answer: Objective:. A A.REI.4B. 46. Answer: Objective:. C A.REI.7. 32. Answer: Objective:. B A.REI.4B. 47. Answer: Objective:. A A.REI.7. 33. Answer: Objective:. A F.IF.7A. 48. Answer: Objective:. A A.REI.12. 34. Answer: Objective:. C F.IF.7A. 49. Answer: Objective:. C A.REI.12. 35. Answer: Objective:. D F.IF.7A. 50. Answer: Objective:. A A.REI.12. 36. Answer: Objective:. B F.IF.7A. 51. Answer: Objective:. B A.REI.12. 37. Answer: Objective:. B F.IF.7E. 52. Answer: Objective:. B A.CED.1. 38. Answer: Objective:. B F.IF.7E. 53. Answer: Objective:. B A.CED.1. 39. Answer: Objective:. C F.IF.7E. 54. Answer: Objective:. D A.CED.1. 40. Answer: Objective:. B F.IF.7E. 55. Answer: Objective:. C A.CED.1. 56. Answer: Objective:. A A.CED.1. 57. Answer: Objective:. A A.CED.1. 58. Answer: Objective:. C F.IF.1. 30. Answer: Objective:. 41. Answer: Objective:. D A.REI.6. 42. Answer: Objective:. B A.REI.6. Page 2.
(24) Teacher's Key 59. Answer: Objective:. D F.IF.1. 74. Answer: Objective:. C F.IF.7B. 60. Answer: Objective:. D F.IF.1. 75. Answer: Objective:. [graph] F.IF.07B. B F.IF.1. 76. Answer: Objective:. [graph] F.IF.07B. 62. Answer: Objective:. C F.IF.1. 77. Answer: Objective:. D F.IF.8B. 63. Answer: Objective:. D F.IF.1. 78. Answer: Objective:. D F.IF.8B. 64. Answer: Objective:. A F.IF.1. 79. Answer: Objective:. D F.IF.8B. 65. Answer: Objective:. A F.IF.1. 66. Answer: Objective:. C F.IF.1. 67. Answer: Objective:. A F.IF.2. 68. Answer: Objective:. B F.IF.2. 69. Answer: Objective:. B F.IF.4. 70. Answer: Objective:. B F.IF.4. 71. Answer: Objective:. B F.IF.5. 61. Answer: Objective:. 72. Answer: Objective:. A F.IF.5. 73. Answer: Objective:. B F.IF.5. 80. Answer: Objective:. F.IF.08B. 81. Answer: Objective:. 20 F.IF.08B. 82. Answer: Objective:. 1 F.IF.08B. 83. Answer: Objective:. D F.IF.9. 84. Answer: Objective:. C F.BF.1B. 85. Answer: Objective:. A F.BF.1B. 86. Answer: Objective:. B F.BF.1C. 87. Answer: Objective:. D F.BF.1C. 88. Answer: Objective:. D F.BF.3. 89. Answer: Objective:. B F.BF.3. 5 9. Page 3.
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