Question

show that (6,8,10) is a pythogarian triplet.

Answer 1

HEY YOUR ANSWER IS :-

According to Pythagoras Theorem,

$(hypotenuse) ^{2}$

=

$(base) ^{2} + (altitude) ^{2}$

And ,

Also,

Hypotenuse is the longest side of any triangle ,

So in the triplet (6,8,10) longest side is 10 ,

So,

$(10) ^{2} = (8) ^{2} + (6) ^{2}$

So,

100 = 64+36

So,

100 = 100 .

Hence, LHS = RHS.

Therefore, (6,8,10) is a pythogarian triple .

Hope it helps................