All three numbers presented in the question are rational.
Any number that can be completely written on paper using digits is rational.
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A terminating or repeating decimal is rational. .333333...=1/3 5.09090909=509090909/100000000
There are infinitely many pairs of number. Let A be any number and let B = A + 333333.Then B - A = A + 333333 - A = 333333.Since The choice of A is arbitrary so A could be any one of infinitely many numbers. Therefore, there are infinitely many solutions.
An irrational number.
When added to a rational number, any irrational number will produce an irrational number.also, when added to an irrational number, any rational number will produce an irrational number.
It is not an irrational number!