Let A and B be two different squares of positive integers, A < B, such that the set of base ten digits of A is the same as the set of base ten digits of B.
Find the smallest and largest value of A+B, such that A+B consists of 10 distinct digits.
(In reply to
Guest by Hedda Dunn)
Exercise minimal norm of decency.
Do not post such irrelevant and idiotic comments in a Math/Logic website.