Question

Classify the triangle shown below. check all that apply? 60 60 60

Answer 1

Your Answer Is....

A) Acute, C) Equilateral, And D) Isosceles. 

Why?

Acute = All Sides Less Than 90°. Equilateral = All Sides The Same. Isosceles = 2 Or 3 Sides The Same. Therefore, A, C, And D Are Your Answers.

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Answer 2

Answer:

a and c are correct options.

Step-by-step explanation:

We have been given the triangle 60 60 60

• Since all the angles are less than 90 degrees hence, the triangle is acute.

• Apart from these the triangle is an equilateral triangle because an equilateral triangle has all sides equal and hence the interior angles are 60 degrees.
• The triangle is not right triangle because none of the angle is 90 degrees and also not obtuse since all the angles are less than 90 degrees.

• Since, the triangle has all sides equal (equilateral triangle) hence it must not be scalene and isosceles.

Therefore, the triangle is (a) acute and (c) equilateral