Q: Find possible values of combination of a&b such that $a^2 + b^2 = 576$ or any other quadratic equation under certain restrictions. The sole purpose is to understand how can we do it:
CONDITION: Value of both a & b has to be under 576. a & b cannot be a decimal value , negative value (Like -7 or -16 etc)
1 solution will be 0,24. Now , we have to find all the possible combinations & I have been trying to do it like starting & checking all possible combinations. Like $10^2 + 11^2$ , No , $12^2 + 11^2$ , No. So , u see like that it is very time consuming. I’m unable to think or find a faster way to find all the possible values.