centralDiff()
Catalog >
centralDiff(
Expr1
,
Var
[
=Value
][
,
Step
]
)
⇒
expression
centralDiff(
Expr1
,
Var
[
,
Step
]
)|
Var=Value
⇒
expression
centralDiff(
Expr1
,
Var
[
=Value
][
,
List
]
)
⇒
list
centralDiff(
List1
,
Var
[
=Value
][
,
Step
]
)
⇒
list
centralDiff(
Matrix1
,
Var
[
=Value
][
,
Step
]
)
⇒
matrix
Returns the numerical derivative using the
central difference quotient formula.
When
Value
is specified, it overrides any
prior variable assignment or any current “|”
substitution for the variable.
Step
is the step value. If
Step
is omitted, it
defaults to 0.001.
When using
List1
or
Matrix1
, the operation
gets mapped across the values in the list or
across the matrix elements.
Note:
See also
avgRC()
and
d
()
.
cFactor()
Catalog >
cFactor(
Expr1
[
,
Var
]
)
⇒
expression
cFactor(
List1
[
,
Var
]
)
⇒
list
cFactor(
Matrix1
[
,
Var
]
)
⇒
matrix
cFactor(
Expr1
)
returns
Expr1
factored with
respect to all of its variables over a
common denominator.
Expr1
is factored as much as possible
toward linear rational factors even if this
introduces new non-real numbers. This
alternative is appropriate if you want
factorization with respect to more than one
variable.
Alphabetical Listing
25
Summary of Contents for TI-Nspire CAS
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