Day 1 Basics of Geometry Practice – 1. Interpret the following statements in words and then draw a picture: a. b. c. 2. Name the following: a) a linear pair ____________ ____________ b) a pair of supplementary angles ____________ ____________ c) a pair of complementary angles ____________ ____________ d) a pair of vertical angles ____________ ____________ e) two right angles ____________ ____________ 3. Identify the types of angles relationships shown. Then find the measure of the missing angle. a. b. c. 4. Linear pairs could be defined as being supplementary angles because they always add up to 180º. Are all supplementary angles also linear pairs? Explain. 5. Find the measures of x, y, and z. 6. Solve for x. 7. Suppose that mA = 66, B is complementary to A, and C is supplementary to B. What are the measures of angles B and C?
Day 1 – Basics of Geometry Practice 1. Interpret the following statements in words and then draw a picture: a. b. c. 2. Name the following: a) a linear pair ____________ ____________ b) a pair of supplementary angles ____________ ____________ c) a pair of complementary angles ____________ ____________ d) a pair of vertical angles ____________ ____________ e) two right angles ____________ ____________ 3. Identify the types of angles relationships shown. Then find the measure of the missing angle. a. b. c. 4. Linear pairs could be defined as being supplementary angles because they always add up to 180º. Are all supplementary angles also linear pairs? Explain. 5. Find the measures of x, y, and z. 6. Solve for x. 7. Suppose that mA = 66, B is complementary to A, and C is supplementary to B. What are the measures of angles B and C?
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