198
Alphabetical Listing
xor
Catalog >
You can enter the integers in any number
base. For a binary or hexadecimal entry, you
must use the 0b or 0h prefix, respectively.
Without a prefix, integers are treated as
decimal (base 10).
If you enter a decimal integer that is too
large for a signed, 64-bit binary form, a
symmetric modulo operation is used to
bring the value into the appropriate range.
For more information, see
►
Base2
, page
21.
Note:
See
or
Note:
A binary entry can have up to 64 digits
(not counting the 0b prefix). A hexadecimal
entry can have up to 16 digits.
Z
zeros()
Catalog >
zeros(
Expr
,
Var
)
⇒
list
zeros(
Expr
,
Var=Guess
)
⇒
list
Returns a list of candidate real values of
Var
that make
Expr
=0.
zeros()
does this by
computing
exp
►
list(solve
(
Expr
=0,
Var
)
,Var
)
.
For some purposes, the result form for
zeros()
is more convenient than that of
solve()
. However, the result form of
zeros()
cannot express implicit solutions, solutions
that require inequalities, or solutions that
do not involve
Var
.
Note:
See also
cSolve()
,
cZeros()
, and
solve
()
.
zeros({
Expr1
,
Expr2
},
{
VarOrGuess1
,
VarOrGuess2
[
,
… ]
})
⇒
matrix
Returns candidate real zeros of the
simultaneous algebraic expressions, where
each
VarOrGuess
specifies an unknown
whose value you seek.
Optionally, you can specify an initial guess
for a variable. Each
VarOrGuess
must have
the form:
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