Question

find a pythagorean triplet in which one number is 2​

Answer 1

1, 1, 2 will be right if bigger side is = 2 units.

as per your question answer below

Answer:

2, 0, 2

Since any side of Triangle can't be 0 that's why it's not a Pythagorean Triplets

Step-by-step explanation:

N = 2

because number is even

so,

1) N = 2

2) (N/2)² - 1

= (2/2)² - 1

= (1)² - 1

= 1 - 1

= 0

3) (N/2)² + 1

= (2/2)² + 1

= (1)² + 1

= 1+1

= 2

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About Pythagorean Triplets

If the number is odd: Square the number N and then divide it by 2. Take the integer that is immediately before and after that number i.e. (N²/2 -0.5) and (N²/2 +0.5). ...

If the number is even: Take the half of that number N and then square it. Pythagorean triplet= N, (N/2)²-1, (N/2)²+1.