Name: Practice Exit Exam #2C
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1 Name: Practice Exit Exam #2C 1. What is the value of the following expression? 2. Simplify (4x 4 y) 2 (2 y) 2 3. The depth of the water in a tank is 180 ft. Each month the depth drops by 25% of the previous month s level. What is the closest depth at the end of month 3? a. 105 ft b. 76 ft c. 2.8 ft d. 86 ft 4. Parallelogram RSTU is given. The length of ST is 24 meters and length of RU is 34 meters. What is the length of SE? a. 17 meters R S b. 12 meters c. 10 meters d. 14 meters E T U 5. The total cost of taking a taxi from downtown Pittsburgh to Club Manion is $50. The taxi charges a flat fee of $10, plus $4.00 per mile. Using the given equation 50 = 4.00m + 10, about how many miles did was the taxi ride? a. 15 b c. 4 d. 10
2 6. A cylinder is shown to the right. What is the volume of the cylinder? a. 70π cm 3 b π cm 3 c π cm 3 d. 490π cm 3 10 cm 7 cm 7. The price of a new couch after a 25% discount is $ What was the original price? a. $ b. $ c. $ d. $ If the radius of a circle is doubled, what change is made to the circumference? a. Increased by 2 b. Multiplied by 2 c. Increased by 4 d. Multiplied by 4 9. If the perimeter of the triangle is 450 ft, what is the value of x? a b. 20 c. 25 d. 36 (12x 40) ft 200 ft 50 ft 10. What is the slope of a line parallel to y = x 5 a. b. c. d.
3 11. The measure of arc BA is 84. Find the measure of / BCA. a. 42 b. 84 c. 28 d. 168 B A C 12. Name the following parts of the triangle. A a. Median b. Altitude c. Angle bisector D E 13. Factor and find the values for x. B F C x 2-7x + 12= 0 a. x = 3 or x = 4 b. x = 3 or x = -4 c. x = -3 or x = 4 d. x = -3 or x = Which pair of equations are perpendicular lines? a. y = 4x + 3; y = 4x + 3 b. y = 5x ; y = 5 c. y = 3x + 3; y = x + 3 d. y = 6x + 3; y = - x + 3
4 15. If 220 cups of coffee can be made from 4 pounds of coffee, how many cups can be made from 7 pounds of coffee? a b. 267 c. 385 d Factor 25x 2 81 a. (5x + 9)(5x + 9) b. (5x + 9)(5x - 9) c. (5x - 9)(5x - 9) d. (5x - 9)(5x + 9) 17. What is the solution for -10 < 5x - 10 < 35. a. 0 < x < -9 b. 0 < x < 9 c. 0 < x < 9 d. x < What is the equation of the line that contains the points (2,5) and (7, 10). a. y 2x = 3 b. -x + y = 3 c. x y = 3 d. y 2x = Multiply the following: -2x 2 (2x 3 +3x 2 4x + 5) a. 4x 5 + 6x 4 8x x 2 b. -4x 6 6x 4 + 8x 2 14 c. 4x 6 6x 4-8x d. -4x 5-6x 4 + 8x 3-10x 2
5 20. The graph shows a line of best fit for data collected on the number of snow cones sold as a function of the maximum daily temperatures. What is the equation of the line of best fit? a. y = x b. y = x c. y = x d. y = x Simplify ( 6) -4 a b c. d. 22. The cost of a 4 bedroom house in Myrtle Beach is $121, If 4 couples are to split the cost evenly, what is the cost per couple? a. $ 13, b. $ 15, c. $ 30, d. $ 30, Where would be on a number line? A. B. C. D.
6 24. Solve for x: 25x + 29 = 15x + 9 a. 2 b. 2 c. 3.8 d The manager at the local Sheetz completed a survey to see how many people buy MTO s. 4 out of 16 people who came into Sheetz bought an MTO. If a total of 1280 people come to sheetz, how many should we expect to buy an MTO? a. 64 b. 201 c. 320 d Simplify (-3x 4 + 2x 3 + 4x) - (2x 3 +5x 2 3x + 6) a. -3x 4-5x 2 + 7x 6 b. -3x 4 + 4x 3 + 5x 2 + x + 6 c. -3x 4-4x 3-5x 2 - x - 6 d. -5x 4 + 7x 3 + x From the given data, write an equation of the line. X Y a. y =2x + 1 b. y = x c. y = 3x - 3 d. y = -3x Which set of points is a solution of the 2 equations? a. ( -2, 0 ) b. ( 0, -2 ) c. ( 2, 0 ) d. (0, 2 ) x 5y = x - 3y = - 6
7 29. The following data represents the temperatures for the month of December Find the mean, median, and mode. a. Mean: b. Median: c. Mode: 30. The Exit Exam tests scores are represented by the following data: Which of the following lists the lower quartile, median, and upper quartile (in that order)? a. 21, 17, 14 b. 12, 17, 26 c. 14, 17, 21 d. 14, 21, 26
8 Open-Ended Response: A.) Graph on the grid below. Show all work and explain your steps.
9 B.) Explain how you could use the graph from part A to determine if (1, 5) is a solution. C.) Determine, using Algebra, if (1, 3) is a solution of the inequality. Show all work.
10
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