Question 666629


A Pythagorean triple consists of three positive integers {{{a}}}, {{{b}}}, and {{{c}}}, such that  {{{c^2=a^2+b^2}}}, where {{{c}}} is hypotenuse (longest side)

{{{6}}}, {{{9}}}, {{{12}}}

{{{12^2=6^2+9^2}}}

{{{144=36+81}}}

{{{144<>117.........not this one

{{{7}}}, {{{10}}}, {{{12}}}


{{{12^2=7^2+10^2}}}

{{{144=49+100}}}

{{{144=149}}}.........not this one



{{{16}}}, {{{18}}}, {{{25}}}


{{{25^2=16^2+18^2}}}

{{{625=256+324}}}

{{{625=580}}}.........not this one



{{{27}}}, {{{36}}}, {{{45}}}


{{{45^2=27^2+36^2}}}

{{{2025=729+1296}}}

{{{2025=2025}}}.........it is this one that represents a Pythagorean triple