Question

check whether 6,8,10 are pythogoren triplet

Answer 1

consider AB=6
BC=8
AC= 10
By Pythagoras theorem
AB^2 + BC^2=AC^2
Put the values
${6}^{2} + {8}^{2}$
36+64=100
But AC^2 = 100
So 6, 8 ,10 are Pythagorean triplets

Answer 2

pythagorean triplets r
2m, m square -1, m square +1
2m equal to 6 /2
equal to 3

m square -1
3 square -1
equal to 9-1
equal to 8

m square +1
equal to 3 square +1
9+1
equal to 10

so, pythagorean triplets r
6,8,10

hope u like it
plzzzzzzzzzzzz mark it as brainliest