Question

Find Pythagorean triplet whose smallest number is 37

Answer 1

Answer:

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Step-by-step explanation:

1. Answer: 12, 35 & 37.
2. Step-by-step explanation: The Pythagorean triplets are of the form 2m , m²+1,m²-1 . 2m is smallest when m > 2. Here , 2m = 12.
3. => m = 6. Other Pythagorean triplets are :-
4. m²+1 = 36+1 = 37.
5. m²+1 = 36+1 = 37m²-1 = 36-1 = 35

Answer 2

Answer:

the tripelets are 12,37,35

Step-by-step explanation:

 according to the question, the triplet 's formula is

2m;m^2+1;m^2-1

when we put with the formula::::

2m                                        m^2+1                                   m^2-1

=>2*6                               when we put the                    =>6^2-1

=>12                                   value with m                         =>36-1

                                           m^2+1=37                             =>35      

                                           =>6^2+1=37

                                           =>36+1=37

                     

so the tripelets are 12,37,35

therefore ; we have found the value of m i.e. 6

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