If a triangle has side lengths 16, 11, and 10, what kind of triangle is it and how do you find that out?

Question

Mariana

Mathematics

16 September, 08:32

If a triangle has side lengths 16, 11, and 10, what kind of triangle is it and how do you find that out?

+1

Answers (2)

Know the Answer?

Efrain Tapia · Answer 1

It is a scalene triangle as all the sides are unequal in length.

Neveah Montoya · Answer 2

What you are hoping for is that it is a right triangle. Use Pythagoras formula. c2 = a2 + b2 where c is the longest side. IF you get a true statement out of this then your triangle is a right triangle. 162 = 102 + 112? 256=100+121? 256=221? no, 256 does not equal 221, so in this case it is not a right triangle

. and it is scalene triangle with three different sides