Question

Is (2,3,4) pythogorean triplets?

Answer 1

Answer: No.

Explanation: Pythagorean triplets are always in form of (2m + 1), (m^2 + 1), (m^2 - 1). If the greatest among the three is considered to be the hypotenuse of a right triangle, and other two are either base or altitude, then they follow:

• square of greatest number = sum of squares of other numbers.

But here, 4² ≠ 2² + 3². So, they ain't Pythagorean triplets.

More: Example: (5, 12, 13).

Answer 2

Answer:

To be Pythagorean triplets, sum of square of 2 smaller numbers should be equal to the square of 3rd number. Therefore, 2, 3 and 4 are not Pythagorean triplets.

Step-by-step explanation:

According to the pythagoras theoram If C is the hypotenese and A and B are the other two sides then root of A square + B square = C square  

In the case of 2 3 and 4

4+9 = 13

which is not equal to 16 that is the square of 4.