32
Alphabetical Listing
completeSquare ()
Catalog >
- or -
Converts a quadratic equation of the form
a
•
x
2
+b
•
x+c=d into the form a
•
(x-h)
2
=k
The first argument must be a quadratic
expression or equation in standard form
with respect to the second argument.
The Second argument must be a single
univariate term or a single univariate term
raised to a rational power, for example
x, y
2
, or z
(1/3)
.
The third and fourth syntax attempt to
complete the square with respect to
variables
Var1
,
Var2
[,… ]).
conj()
Catalog >
conj(
Expr1
)
⇒
expression
conj(
List1
)
⇒
list
conj(
Matrix1
)
⇒
matrix
Returns the complex conjugate of the
argument.
Note:
All undefined variables are treated as
real variables.
constructMat()
Catalog >
constructMat
(
Expr
,
Var1
,
Var2
,
numRows
,
numCols
)
⇒
matrix
Returns a matrix based on the arguments.
Expr
is an expression in variables
Var1
and
Var2
. Elements in the resulting matrix are
formed by evaluating
Expr
for each
incremented value of
Var1
and
Var2
.
Var1
is automatically incremented from
1
through
numRows
. Within each row,
Var2
is incremented from
1
through
numCols.
Содержание TI-Nspire CAS
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