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Using mathematical functions
13-7
Example
(0,s1,2*X+3,X)
finds the indefinite result
3*s1+2*(s1^2/2)
See “To find the indefinite integral using formal
variables” on page 13-23 for more information on
finding indefinite integrals.
TAYLOR
Calculates the
n
th order Taylor polynomial of
expression
at the point where the given
variable
= 0.
TAYLOR
(
expression, variable, n
)
Example
TAYLOR(1 + sin(s1)
2
,s1,5)
with Radians
angle measure and Fraction number format (set in
MODES) returns
1+s1^2+-(1/3)*s1^4
.
Complex number functions
These functions are for complex numbers only. You can
also use complex numbers with all trigonometric and
hyperbolic functions, and with some real-number and
keyboard functions. Enter complex numbers in the form
(
x,y
), where
x
is the real part and
y
is the imaginary part.
ARG
Argument. Finds the angle defined by a complex number.
Inputs and outputs use the current angle format set in
Modes.
ARG
((
x, y
))
Example
ARG((3,3))
returns
45
(Degrees mode)
CONJ
Complex conjugate. Conjugation is the negation (sign
reversal) of the imaginary part of a complex number.
CONJ
((
x, y
))
Example
CONJ((3,4))
returns
(3,-4)
IM
Imaginary part,
y,
of a complex number, (
x, y
).
IM
((
x, y
))
∫
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