Question

Which set of integers is not a Pythagorean triple?



A.
12, 35, 37


B.
14, 46, 48


C.
16, 63, 65


D.
20, 99, 101

Answer 1

well u need to try them all
a Pythagorean triple means numbers satisfy phthagorous which is
\(\Huge c^2=a^2+b^2\) such that C is the biggest numbet
so try
\(\color{green }{\Huge 35^2 + 12^2 =37^2} \large\color{blue}{\text{ Pythagorean triple} }\)
\(\color{red }{\Huge 14^2 + 46^2 \neq 48^2}\large\color{orange}{\text{ not Pythagorean triple} }\)
\(\color{green }{\Huge 16^2 + 63^2 = 65^2}\large\color{blue}{\text{ Pythagorean triple} }\)
\(\color{green }{\Huge 20^2 + 99^2 =101^2}\large\color{blue}{\text{ Pythagorean triple} } \)

Answer 2

The answer is b for shore.