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# Greatest Common Divisor / Lowest Common Multiple

What is the largest number that can divide two numbers without a remainder? What is the smallest number that is divisible by two numbers without a remainder?

A teacher has 30 pens and 45 pencils that he wants to give to his students. If each student were to receive the same number of pens and the same numbers of pencils with none left over, then what is the maximum number of students that this teacher could have?

What is the minimum number of stamps that Miranda has?

What positive integer, \(x,\) satisfies these equations?

\( \text{gcd}(391,x) = 23\)

\(\text{lcm}(391,x) = 7429\)

Note: \(\text{gcd} \) and \(\text{lcm}\) denote the greatest common divisor and lowest common multiple respectively.

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