Exam 20: Similarity
Exam 1: Reasoning About Quantities34 Questions
Exam 2: Numeration Systems96 Questions
Exam 3: Understanding Whole Number Operations66 Questions
Exam 4: Some Conventional Ways of Computing17 Questions
Exam 5: Using Numbers in Sensible Ways38 Questions
Exam 6: Meanings for Fractions85 Questions
Exam 7: Computing With Fractions54 Questions
Exam 8: Multiplicative Comparisons and Multiplicative Reasoning19 Questions
Exam 9: Ratios, Rates, Proportions, and Percents33 Questions
Exam 10: Integers and Other Number Systems24 Questions
Exam 11: Number Theory57 Questions
Exam 12: What Is Algebra28 Questions
Exam 13: A Quantitative Approach to Algebra and Graphing18 Questions
Exam 14: Understanding Change: Relationships Among Time, Distance, and Rate10 Questions
Exam 15: Further Topics in Algebra and Change55 Questions
Exam 16: Polygons75 Questions
Exam 17: Polyhedra51 Questions
Exam 18: Symmetry17 Questions
Exam 19: Tessellations9 Questions
Exam 20: Similarity47 Questions
Exam 21: Curves, Constructions, and Curved Surfaces17 Questions
Exam 22: Transformation Geometry24 Questions
Exam 23: Measurement Basics21 Questions
Exam 24: Area, Surface Area, and Volume27 Questions
Exam 25: Counting Units Fast: Measurement Formulas31 Questions
Exam 26: Special Topics in Measurement21 Questions
Exam 27: Quantifying Uncertainty39 Questions
Exam 28: Determining More Complicated Probabilities37 Questions
Exam 29: Introduction to Statistics and Sampling7 Questions
Exam 30: Representing and Interpreting Data With One Variable32 Questions
Exam 31: Dealing With Multiple Data Sets or With Multiple Variables8 Questions
Exam 32: Variability in Samples21 Questions
Exam 33: Special Topics in Probability16 Questions
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If a cube has edges that are 2 centimeters long, what is the total surface area of a larger similar cube with a scale factor of 2.3?
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Consider the shape in the figure, made of centimeter cubes glued together face to face. A larger shape, similar to the one below, is also made of cubes. The larger shape is twice as tall, twice as wide, twice as deep, and in general twice as long in every corresponding length dimension. What is the volume of the larger shape, in cubic centimeters?


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(Multiple Choice)
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A
Complete the following sentences.
A) A length of 3.8 centimeters is _____ times longer than 1.1 centimeters.
B) A length of 24 inches is _____% as long as 36 inches.
C) A change in the number of graduates from Smalltown High from 20 to 27 represents a _____% increase.
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Correct Answer:
A)
B)
C) 35
Refer to the similar figures below. What is the length of x, to the nearest tenth centimeter?


(Multiple Choice)
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If the two polyhedra below are similar and oriented alike, then what are the values of x and y rounded to the nearest tenth? 

(Short Answer)
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Complete each statement.
A) _____ is 25% of 200.
B) _____ is 200% as much as 20.
C) Thirty is 1 times more than _____.
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Pinocchio's nose grew to four times its normal length. If the rest of Pinocchio's body grew in the same way, what would be his new surface area?
(Multiple Choice)
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The two shapes below are similar. Find the missing angle size, y, and the missing length, x. Justify your answers. 

(Essay)
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Complete each statement.
A) Kristin charges 25% less than what Beth charges for tutoring. Beth charges $30.00, so Kristin charges $_____.
B) Twelve seconds is as much as _____ seconds.
C) A 48° angle is 50% larger than a _____ degree angle.
(Short Answer)
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Equilateral triangle X has sides 8 centimeters long, and equilateral triangle Y has sides 12 centimeters long. Are X and Y similar? Explain.
(Essay)
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In map A, the distance from San Diego to Las Vegas is represented as 1.5 inches. The actual distance is 350 miles. In map B, the distance from San Diego to Las Vegas is represented as 2 inches, and the distance between Las Vegas and Ely, Nevada, is represented as 3 inches. What is the actual distance between Las Vegas and Ely? Write enough down to explain your thinking. (Hint: A diagram may help. Don't forget the units.)
(Short Answer)
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A triangle is similar to a larger triangle that has lengths three times as long as the corresponding lengths in the smaller triangle. How large is the angle in the smaller triangle that corresponds to a 30° angle in the larger triangle?
(Multiple Choice)
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Each face of the small cubes making the shape below has an area of 1 square unit.
A)
Surface area: _____
Volume: _____
B) Suppose another prism is similar to the one above but two times larger in all dimensions. What is the surface area and volume of the new prism? Write enough to make your thinking clear

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Complete the following sentences.
A) Eight feet is _____ times as long as six feet.
B) Eight feet is _____ times longer than six feet.
(Short Answer)
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Suppose triangle ABC is similar to triangle DEF with AB = 6, BC = 5, AC = 7, and DE = 10, all in centimeters. Assume
A) Find the lengths of DF and EF.
B) If the area of triangle ABC = about 15 cm2, what is the area of triangle DEF? Justify your answer.
(Essay)
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Are the two shaded triangles below similar? If so, then what is the scale factor? If not, why are they not similar? 

(Short Answer)
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A teacher has a model of an L-shaped building made of four cubes that snap together. She wants to make an enlargement, similar in shape to the original. She has only 600 cubes. What scale factor should she use to make the largest building possible? Explain your reasoning.
(Essay)
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You want to make a larger, similar version of the trapezoid below so that the 4-centimeter side will be 10 centimeters in the larger version.
A) How long will the other three sides of the larger trapezoid be?
B) What are the sizes of the angles in the larger version?


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Triangle A and triangle B are similar. The area of triangle A is 560 square centimeters. The area of triangle B is 35 square centimeters. How long would a segment in triangle A be if the corresponding segment in triangle B is 4 centimeters?
(Multiple Choice)
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