00:01
In this question, we have been given that we need to find the pythagorean triplet such that no three numbers, means suppose we have number a, b and c should be less than zero.
00:20
That means all these numbers should be greater than, should be less than 10.
00:25
That means all these three numbers should be greater than 10.
00:30
So, first of all, let's see what is pythagorean triplet.
00:36
So, this consists of three positive integers such that sum of squares of two numbers should be equal to square of third number.
00:55
And a primitive pythagorean triplet is in which a, b and c, means all the three numbers are co -prime numbers.
01:15
That means the gcd of, that is greatest common divisor of a, b, c should be equal to 1.
01:25
And we need to find three such triplets.
01:29
So, let's take the first triplet as 20, 21 and 29.
01:40
Here, if we do the square of 20 and 21 and if we add both, so we will get this as 29 square, which is equal to 851...