Question

A triangle has sides with lengths of 11 mm 14 mm and 19 mm is it a right triangle?

Answer 1

Not a right triangle

Explanation:

I think the question is asking if this a right triangle?

In order to be a right triangle, the side lengths will need to follow Pythagorean theorem which says the two side legs of the triangle squared is equal to the hypothenuse squared or

`a^(2)` +
`b^(2)` =
`c^(2)`; we can use the length given such as 11mm, 14mm and 19mm (assume is the hypothenuse)

`11^(2)` +
`14^(2)` =?
`19^(2)`

121 + 196 =? 361

317 ≠ 361; therefore it is not a right triangle

Answer 2

no

Explanation:

because 2 of the sides would be the same length or almost the same number