help! a math problem
"The positive integers a and b are such that the numbers 15a + 16b and
16a - 15b are both squares of positive integers. Find the least possible
value that can be taken by the minimum of these two squares."
can anyone help me?
16a - 15b are both squares of positive integers. Find the least possible
value that can be taken by the minimum of these two squares."
can anyone help me?