Macy described four triangles as shown below: Triangle A: All angles measure 60°. Triangle B: All sides have length 6 cm. Triangle C: Two sides have length 6 cm, and the included angle measures 60°. Triangle D: Base has length 6 cm, and base angles measure 50°. Which triangle is not a unique triangle? Triangle A Triangle B Triangle C Triangle D

Question

Robles

Mathematics

15 April, 00:30

Macy described four triangles as shown below: Triangle A: All angles measure 60°. Triangle B: All sides have length 6 cm. Triangle C: Two sides have length 6 cm, and the included angle measures 60°. Triangle D: Base has length 6 cm, and base angles measure 50°. Which triangle is not a unique triangle? Triangle A Triangle B Triangle C Triangle D

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Answers (2)

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Julius Aguilar · Answer 1

B is the answer.

This is because if all the sides are the same so will the angles It is an equallateral triangle.

A is also an equallateral triangle because all the angles are the same.

Therefor B is not unique

Haiden · Answer 2

Triangle d because the rest are 60 degrees