### Question 1
The distance between two cities on a map is 25 inches. The actual distance between the two cities is 500 miles. How many miles would 35 inches be on the map?
A. 1.75 miles
B. 20 miles
C. 510 miles
D. 700 miles
### Question 2
What is the circumference of a circle with a diameter of 21 cm? Approximate using [tex] \pi = \frac{22}{7} [/tex].
A. 7 cm
B. 33 cm
C. 66 cm
D. 132 cm
### Question 3
An image of a rhombus is shown.
A rhombus with a base of 17 inches and a height of 14 inches. What is the area of the rhombus?
A. 62 in²
B. 119 in²
C. 124 in²
D. 238 in²
### Question 4
Which equation would calculate the amount of wrapping paper, in square centimeters, needed to completely cover the cylinder shown?
A cylinder with the diameter labeled 2.8 centimeters and the height labeled 3.7 centimeters.
A. [tex] SA = 2\pi(1.4)^2 + 2.8\pi(3.7) [/tex]
B. [tex] SA = 2\pi(1.4)^2 + 1.4\pi(3.7) [/tex]
C. [tex] SA = 2\pi(2.8)^2 + 2.8\pi(3.7) [/tex]
D. [tex] SA = 2\pi(2.8)^2 + 1.4\pi(3.7) [/tex]
### Question 5
A family is filling up a circular pool. The pool has a depth of 6 feet and a diameter of 10 feet. If there are approximately 7.48 gallons of water in a cubic foot, how many gallons of water will it take to fill up the pool completely? Use [tex] \pi = 3.14 [/tex] and round to the nearest gallon.
A. 63 gallons
B. 471 gallons
C. 1,409 gallons
D. 3,523 gallons
### Question 6
A bakery makes cylindrical mini muffins that measure 2 inches in diameter and one and one-fourth inches in height. If each mini muffin is completely wrapped in paper, then at least how much paper is needed to wrap 6 mini muffins? Approximate using [tex] \pi = \frac{22}{7} [/tex].
A. 14 and 1 over 7 in²
B. 23 and 4 over 7 in²
C. 47 and 1 over 7 in²
D. 84 and 6 over 7 in²
### Question 7
A circle with a diameter of 34 inches is shown. What is the area of the circle using [tex] \pi = 3.14 [/tex]?
A. 53.38 in²
B. 106.76 in²
C. 907.46 in²
D. 3,629.84 in²
### Question 8
A cylinder with a diameter of 8 yards has a volume of 452.16 yd³. What is the height of the cylinder? Use [tex] \pi = 3.14 [/tex].
A. 2 yards
B. 8 yards
C. 9 yards
D. 18 yards
### Question 9
Ramon is filling cups with juice. Each cup is shaped like a cylinder and has a diameter of 4.2 inches and a height of 7 inches. How much juice can Ramon pour into 6 cups? Round to the nearest hundredth and approximate using [tex] \pi = 3.14 [/tex].
A. 96.93 cubic inches
B. 553.90 cubic inches
C. 581.59 cubic inches
D. 2,326.36 cubic inches
### Question 10
A cylindrical can of vegetables has a label wrapped around the outside, touching end to end. The only parts of the can not covered by the label are the circular top and bottom of the can. If the area of the label is [tex] 100\pi [/tex] square inches and the radius of the can is 5 inches, what is the height of the can?
A. 25 inches
B. 20 inches
C. 10 inches
D. 5 inches
### Question 11
A family has a unique pattern in their tile flooring on the patio. An image of one of the tiles is shown.
A quadrilateral with a line segment drawn from the bottom vertex and perpendicular to the top that is 6 centimeters. The right vertical side is labeled 3 centimeters. The portion of the top from the left vertex to the perpendicular segment is 4 centimeters. There is a horizontal segment from the left side that intersects the perpendicular vertical line segment and is labeled 5 centimeters.
What is the area of the tile shown?
A. 34.5 cm²
B. 45 cm²
C. 54 cm²
D. 57.5 cm²
### Question 12
A circular cookie cake costs $12.56. If the diameter of the cookie cake is 8 inches, what is the approximate cost per square inch of the cookie cake? Use [tex] \pi = 3.14 [/tex].
A. $0.04
B. $0.06
C. $0.16
D. $0.25
### Question 13
The net of a right circular cylinder is shown.
Net of a cylinder where the radius of each circle is labeled 4 meters and the height of the rectangle is labeled 8 meters.
What is the surface area of the cylinder? Use [tex] \pi = 3.14 [/tex] and round to the nearest whole number.
A. 251 m²
B. 301 m²
C. 502 m²
D. 804 m²
### Question 14
The state of Colorado is 4 centimeters long and 2 centimeters wide on a map. A cartographer wants to use a scale factor of 3.5 to enlarge the map. What is the area of the enlarged map?
A. 98 cm²
B. 42 cm²
C. 28 cm²
D. 8 cm²
### Question 15
A race car drove around a circular track that was 0.5 mile. If 1 mile = 5,280 feet, what is the radius of the track, in feet? Use [tex] \pi = 3.14 [/tex] and round to the nearest hundredth.
A. 124.20 feet
B. 248.41 feet
C. 420.38 feet
D. 840.76 feet
