Find a,b which satisfy the following a,b are both greater than 1 a and b are not equal. a^2 + 3b and b^2 + 3a are perfect square. ^ denotes power
a = 11 b = 16 (or vice versa) 11 and 16 both are greater than 1 11 and 16 are not equal a^2 + 3b = 11^2 + 3*16 = 121+48 = 169 b^2 + 3a = 16^2 + 3*11 = 256+33 = 289 169 and 289 are perfect squares of 13 and 17 resp