In Review Exercises 1 to 6, use the figure shown. 1. Construct a right triangle so that one leg has A length AB and the other leg has length twice АВ. 2. Construct a right triangle so that one leg has length AB and the hypotenuse has length twice AB. A 3. Construct an isosceles triangle with vertex angle B and legs the length of AB (from the line segment shown). B C Exercises 1–6 4. Construct an isosceles triangle with vertex angle B and an altitude with the length of AB from vertex B to the base. 5. Construct a square with sides of length AB. 6. Construct a rhombus with side AB and ZABC.

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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In Review Exercises 1 to 6, use the figure shown.
1. Construct a right triangle so that one leg has
A
length AB and the other leg has length twice
АВ.
2. Construct a right triangle so that one leg
has length AB and the hypotenuse has
length twice AB.
A
3. Construct an isosceles triangle with vertex
angle B and legs the length of AB (from the
line segment shown).
B
C
Exercises 1–6
4. Construct an isosceles triangle with vertex angle B and an
altitude with the length of AB from vertex B to the base.
5. Construct a square with sides of length AB.
6. Construct a rhombus with side AB and ZABC.
Transcribed Image Text:In Review Exercises 1 to 6, use the figure shown. 1. Construct a right triangle so that one leg has A length AB and the other leg has length twice АВ. 2. Construct a right triangle so that one leg has length AB and the hypotenuse has length twice AB. A 3. Construct an isosceles triangle with vertex angle B and legs the length of AB (from the line segment shown). B C Exercises 1–6 4. Construct an isosceles triangle with vertex angle B and an altitude with the length of AB from vertex B to the base. 5. Construct a square with sides of length AB. 6. Construct a rhombus with side AB and ZABC.
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