Question

wait
the Pythagorean triplet whose
number is 6​

Answer 1

Answer:

Step-by-step explanation:

As we know 2m, m  

2

+1 and m  

2

−1 from a Pythagorean triplet for any number , m>1

Let us assume 2m=6

Therefore, m =3

And m  

2

+1=3  

2

+1=9+1=10

And m  

2

−1=3  

2

−1=9−1=8

Test : 6  

2

+8  

2

=36+64=100=10  

2

 

Hence the triplet is 6,8, and 10 Answer

Answer 2

Answer:

6,8,10 is a pythagorean triplet,

VERIFICATION;

$(6 {unit)}^{2} + {(8unit)}^{2} = (10 {unit ) }^{2} \\ 36 {unit}^{2} + 64unit {}^{2} = 100unit {}^{2} \\ 100 {unit}^{2} = 100 {unit}^{2} \\ \sqrt{100unit {}^{2} } = \sqrt{100 {nit}^{2} } \\ 10unit = 10unit$

HENCE, VERIFIED!!!