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let b denote a fixed positive integer. Prove the following statement by induction: for every integer n≥0, there exist nonnegative integers q and r such that n= qb+r, 0≤r<b.
Can someone help me on how to solve this question? and how does induction works here?
thank you
Can someone help me on how to solve this question? and how does induction works here?
thank you