LibreOffice 3.4 Calc Guide - The Document Foundation Wiki

Syntax Description
IMARGUMENT(complex _number) Returns the argument (the phi angle) of a
complex_number. The complex number is entered in the
form "x + yi" or "x + yj"
IMCONJUGATE(complex _number) Returns the conjugated complex complement to a
complex_number. The complex number is entered in the
form "x + yi" or "x + yj"
IMCOS(complex_number) Returns the cosine of a complex_number. The complex
number is entered in the form "x + yi" or "x + yj"
IMDIV(numerator; denominator) Returns the division of two complex numbers. Numerator,
Denominator are entered in the form "x + yi" or "x + yj"
IMEXP(complex_number) Returns the power of e (the Eulerian number) and the
complex number. The complex_number is entered in the
form "x + yi" or "x + yj"
IMLN(complex_number) Returns the natural logarithm of a complex_number. The
complex_number is entered in the form "x + yi" or "x + yj”
IMLOG10(complex _number) Returns the common logarithm of a complex_number. The
complex number is entered in the form "x + yi" or "x + yj"
IMLOG2(complex _number) Returns the binary logarithm of a complex_number. The
complex number is entered in the form "x + yi" or "x + yj"
IMPOWER(complex _number;
number)
IMPRODUCT(complex _number;
complex_number_1; ...)
Returns the integer power of a complex_number. The
complex number is entered in the form "x + yi" or "x + yj".
Number is the exponent.
Returns the product of up to 29 complex_numbers. The
complex numbers are entered in the form "x + yi" or "x + yj"
IMREAL(complex _number) Returns the real coefficient of a complex_number. The
complex number is entered in the form "x + yi" or "x + yj"
IMSIN(complex_number) Returns the sine of a complex_number. The complex
number is entered in the form "x + yi" or "x + yj"
IMSQRT(complex_number) Returns the square root of a complex_number. The
complex numbers are entered in the form "x + yi" or "x + yj"
IMSUB(complex_number_1;
complex_number_2)
IMSUM(complex_number;
complex_number_1; ...)
Returns the subtraction of two complex_numbers. The
complex_numbers are entered in the form "x + yi" or "x + yj"
Returns the sum of up to 29 complex numbers. The
complex_numbers are entered in the form "x + yi" or "x + yj"
OCT2BIN(number; places) Returns the binary number for the octal number entered.
Number is the octal number. Places is the number of
places to be output.
OCT2DEC(number) Returns the decimal number for the octal number entered.
Number is the octal number.
OCT2HEX(number; places) Returns the hexadecimal number for the octal number
entered. Number is the octal number. Places is the number
of places to be output.
Appendix B Description of Functions 393