Mod• Mod[m, n] gives the remainder on division of m by n.
• Mod[m, n, d] uses an offset d. • For integers m and n Mod[m, n] lies between 0 and  .
• Mod[m, n, 1] gives a result in the range 1 to n, suitable for use in functions such as Part.
• Mod[m, n, d] gives a result x such that  and  .
• The sign of Mod[m, n] is always the same as the sign of n, at least so long as m and n are both real.
• The arguments of Mod can be any numeric quantities, not necessarily integers.
• Mod[x, 1] gives the fractional part of x.
Examples Using InstantCalculatorsHere is the InstantCalculator for the Mod function. Enter the parameters for your calculation and click Calculate to see the result.
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Entering Commands DirectlyYou can paste a template for this command via the Text Input button on the Mod Function Controller. Here are a few examples of division remainders.
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