Pythagorean triples calculator is used to find out the given triples is Pythagorean or not. If it is a Pythagorean, it will satisfy the equation $a^{2}$+$b^{2}$=$c^{2}$. Usually it is denoted by (a, b, c).

Question 1: Check whether the given triples (2,3,4) is Pythagorean or not?

Solution:

The given triples is (2,3,4) If it is a Pythagorean triples it follows the given condition. $a^{2}$+$b^{2}$=$c^{2}$ So, $2^{2}$+$3^{2}$ ≠ $4^{2}$ 4+9 ≠ 16 The given triples is not a Pythagorean.

Question 2: The given triples (3,4,5) is Pythagorean or not?

Solution:

The given triples is (3,4,5) If it is a Pythagorean triples it follows the given condition. $a^{2}$+$b^{2}$=$c^{2}$ So, $3^{2}$+$4^{2}$ = $5^{2}$ 9+16=25 The given triples is a Pythagorean.