Question #1 Laura has a board that measures 6 11/12 feet in length. She will cut the board into pieces that are 11/12 foot long. How many full pieces.

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Question #1 Laura has a board that measures 6 11/12 feet in length. She will cut the board into pieces that are 11/12 foot long. How many full pieces can Laura cut from her board, and how much of her board will be remaining? Laura can cut the board into 6 pieces with nothing remaining. Laura can cut the board into 6 pieces with 11/12 foot remaining. Laura can cut the board into 7 pieces with 1/12 foot remaining. Laura can cut the board into 7 pieces with ½ foot remaining.

Question #2 Joe has a picture that measures 8 centimeters by 12 centimeters. He creates four enlargements of the picture. The table below shows the width and the length of each enlargement. What is the constant of proportionality between the width and the length of the pictures? 0.5 1.2 1.5 2.5

Question #3 Jaya is painting her room. She mixes 2 pints of blue paint with 5 pints of red paint to get her desired color. Which equation can be used to find the number of pints of blue paint (x) Jaya should mix with 18 pints of red paint? 2/x = 18/5 2/5 = x/18 2/18 = 5/x x/16 = 5/2

Question #4 Ernesto made a graph of the distance (y), in miles, he can ride a bicycle in x hours. Ernesto can ride 5.5 miles in 0.5 hour. Which point on the graph represents Ernesto’s rate of travel, in miles per hour? (0, 5.5) (0, 11) (1, 5.5) (1, 11)

Question #5 The ratio of the number of students in the chess club to the number of students on the math team is 1:3. The ratio of the number of students on the math team to the number of students on the quiz bowl team is 1:2. There are 4 students in the chess club. How many students are on the quiz bowl team? 7 9 12 24

Question #6 Arnie buys 2 2/5 pounds of red grapes for $1.95 per pound. He buys 2 2/5 pounds of green grapes for $2.20 per pound. Which expression can be used to determine the total cost, in dollars, of the grapes Arnie buys? 2.4(1.95 + 2.20) 2.4 · 1.95 · 2.20 (2.4 + 2.4)(1.95 + 2.20) (2.4 · 2.4) + (1.95 · 2.20)

Question #7 An author receives $0.75 for each hardcover book or paperback book that is sold. There were x hardcover books and 42,000 paperback books sold for her most recent book. The author received a total of $60,000 for the book sales. The equation below can be used to determine the number of hardcover books that were sold. 0.75(x + 42,000) = 60,000 How many hardcover books were sold? 18,000 24,000 28,500 38,000

Tasha sells gift boxes and cookies at her bakery. Question #8 Tasha sells gift boxes and cookies at her bakery. Gift boxes sell for $26.00 each. Cookies sell for $1.50 each. Tasha would like her total sales to be at least $50.00 from the sale of one gift box and some cookies. Which inequality describes all the numbers of cookies (x) that Tasha needs to sell? x ≥ 2 x ≥ 8 x ≥ 16 x ≥ 24

Question #9 A stained glass window is in the shape of a regular octagon as shown below. The window is separated into sections by drawing straight, dashed lines that intersect in the center of the octagon. What is the value of x? 22.5° 37.5° 45° 50°°

What is the shape of the cross section of Melinda’s cut? Question #10 Melinda’s candy bar is in the shape of a triangular prism. She cuts her candy bar parallel to its bottom. The dotted line in the picture below represents Melinda’s cut. What is the shape of the cross section of Melinda’s cut?

Two lines intersect parallel lines m and n as shown below. Question #11 Two lines intersect parallel lines m and n as shown below. What is the value of x? 24 48 60 66

Question #12 The gas tank in Phil’s car was 1/8 full. He put more gasoline in the car’s gas tank. The number line below shows how full the car’s gas tank was before and after Phil put in more gasoline. Which equation represents the change in the amount of gasoline in the car’s tank?