Question: Write algorithms that perform the operations u x 10^m; u divide 10^m; u rem 10^m where u represents a large integer, m is a non-negative

Write algorithms that perform the operations u x 10^m; u divide 10^m; u rem 10^m where u represents a large integer, m is a non-negative integer, divide returns the quotient in integer division, and rem returns the remainder. Analyze your algorithms, and show that these operations can be done in linear time.

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