If i have a "number" Multiplication is essentially about repeated addition. You found a very efficient method.
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The sequence $x_n = 2^n \mod b$ becomes eventually cyclic because it has the form $x_ {n+1} = 2 x_n$, that is to say $x_ {n+1} = f (x_n)$ and the set of remainders.
The sequence consists of numbers formed by repeatedly appending the digit '2'. If you replace it by $0$,. 222222222222222222222 answered by batrisya0344 • 1 answer heart outlined thanks 0 You'll need to complete a few actions and gain 15 reputation points before being able to upvote.
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To find 2× 2,222,222,222,222,222,222,222, simply double the number, which yields 4,444,444,444,444,444,444,444.
Upvoting indicates when questions and answers are useful. Allow us to diverge from the rules of math taught in schools and universities regarding infinities to consider this: The conjecture for the next term after '2222' is '22222', following the established pattern.
