find the Pythagorean triplet whose smallest number is 16
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1st Pythagorean triplet=2n =16/2=8
2nd Pythagorean triplet=n2-1=63
3rd Pythagorean triplet=n2+1=65
2nd Pythagorean triplet=n2-1=63
3rd Pythagorean triplet=n2+1=65
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Answer:
16, 63, 65
Explanation:
=> 2m = 16
=> m = 8
1st number
= m^2 - 1
= 8^2 - 1
= 64 - 1
= 63
2nd number
= m^2 + 1
= 8^2 + 1
= 64 +1
= 65
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