Answer:

2m,m2–1,m2+1 represent the Pythagorean triplet for any natural number m.

Let 2m=6⇒m=3

m2–1=(3)2–1=9–1=8

and m2+1=(3)2+1=9+1=10

Hence (6,8,10) is a Pythagorean triplet.

Alternative Method:

(6)2+(8)2=36+64=100=(10)2

⇒(6,8,10) is a Pythagorean triplet.

Verified answer

Step-by-step explanation:

phythogoras triplets = a2+b2=c2

6 square=36

8 square =64

64+36=100

100=10square

yes 6,8 and 10 are phythogoran triplets