Question

Which best explains why this triangle is or is not a right triangle? A triangle with side lengths 36 inches, 15 inches, 39 inches. This triangle is not a right triangle: 39 squared + 15 squared not-equals 36 squared. This triangle is not a right triangle: 39 squared + 36 squared not-equals 15 squared. This triangle is a right triangle: 36 squared + 39 squared = 15 squared. This triangle is a right triangle: 36 squared + 15 squared = 39 squared.

Answer 1

Answer:

D.This triangle is a right triangle: 36 squared + 39 squared = 15 squared. This triangle is a right triangle: 36 squared + 15 squared = 39 squared.

Step-by-step explanation:

i took the test ang

d got 100

Answer 2

hence This triangle is a right triangle: 36 squared + 15 squared = 39 squared.

what is right triangle ?

A right triangle is triangle having one angle equal to 90 degrees.

How to solve?

$36^{2}+15^{2} =39^{2}$

is triangle by using Pythagoras Theorem, hence This triangle is a right triangle: 36 squared + 15 squared = 39 squared.

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