40
Alphabetical Listing
cPolyRoots()
Catalog >
cPolyRoots(
Poly
,
Var
)
⇒
list
cPolyRoots(
ListOfCoeffs
)
⇒
list
The first syntax,
cPolyRoots(
Poly
,
Var
)
,
returns a list of complex roots of
polynomial
Poly
with respect to variable
Var
.
Poly
must be a polynomial in one variable.
The second syntax,
cPolyRoots
(
ListOfCoeffs
)
, returns a list of complex
roots for the coefficients in
ListOfCoeffs.
Note:
See also
polyRoots()
, page 134.
crossP()
Catalog >
crossP(
List1
,
List2
)
⇒
list
Returns the cross product of
List1
and
List2
as a list.
List1
and
List2
must have equal
dimension, and the dimension must be
either 2 or 3.
crossP(
Vector1
,
Vector2
)
⇒
vector
Returns a row or column vector (depending
on the arguments) that is the cross product
of
Vector1
and
Vector2
.
Both
Vector1
and
Vector2
must be row
vectors, or both must be column vectors.
Both vectors must have equal dimension,
and the dimension must be either 2 or 3.
csc()
µ
key
csc(
Expr1
)
⇒
expression
csc(
List1
)
⇒
list
Returns the cosecant of
Expr1
or returns a
list containing the cosecants of all elements
in
List1
.
In Degree angle mode:
In Gradian angle mode:
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