Example Complex mod 002
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The modulo of a variety of data types with a complex number is shown
in this example. The result is always a real number that represents the
remainder from the division of the real part of the first argument divided
by the real part of the second argument.
Notes and Hints Immediate numeric types are converted to a pure real part with a zero
imaginary part prior to forming the result.
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Here are examples of the mod function at work.
Complex mod 002 | Number mod 001 |
Here is the link to the current function used in this example.
Here are a number of links to other related functions.
imod(#void) | div(#void) | modi(#void) | (sym)div(#void) |
Here are the links to the data types of the arguments used in this example. Here are a number of links to examples having similar argument types.
Number
Analytic Information Server (AIS)AIS Component Systems
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