Which conditions will create only one unique triangle? Select all that apply. A. 00:00 Two angles and an included side B. 00:00 Two sides and a nonincluded angle C. 00:00 Two sides and an included angle D. 00:00 All three angles E. 00:00 All three sides

Question

Kelton Rocha

Mathematics

18 November, 02:29

Which conditions will create only one unique triangle? Select all that apply. A. 00:00 Two angles and an included side B. 00:00 Two sides and a nonincluded angle C. 00:00 Two sides and an included angle D. 00:00 All three angles E. 00:00 All three sides

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Answers (1)

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Lucian Frey · Answer 1

A. 00:00 Two angles and an included side

C. 00:00 Two sides and an included angle

E. 00:00 All three sides

Step-by-step explanation:

A triangle can be defined as a shape with 3 sides.

A unique triangle can be defined as a triangle that no other triangle can be drawn or created from it.

It is also called a unique triangle because it can be drawn only in a specific way.

Features of a Unique Triangle includes:

a) A triangle that the length of its three sides is known or given.

b) A triangle that the length of two sides is given as well as an included angle.

c) A triangle that two angles are given or known as well as the length of an included side.

d) A triangle that two angles are known or given and a non-included side length is given as well.