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IBM 5100

IBM 5100
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52
If
one
argument
is
a scalar
or
a single-element array,
the
shape
of
the
result
is
the
same as
that
of
the
other
argument.
The
single
element
is
applied
to
every
element
of
the
multielement
array:
"~,
))1.
Bioo::o~
3(.):1.
2
:05
1+
1::.
'oJ
(:)
B
t
000)
,.
...
ooz
'0)
1+
1::
0
,J
I:>
:sl..
B
:t.
2
-1,
'\.0)
:05
:3
:3
The I Function: Magnitude, Residue
CD
Monadic (One-Argument) Form: Magnitude I B
The
magnitude
function
result
is
the
absolute value
of
the
argument.
The
argument
can
be
a numeric scalar, vector,
or
other
array~
The
shape
of
the
result
is
the
same
as
that
of
the
argument:
1
00
('.9
7.9
1
00
.3
3
If
the
argument
is
an
array,
the
function
is
extended
to
each
of
the
elements:
B~2
2p-S.t
-t
0
3.t4-
B
0.0~5
1
00.:1.
o
:.:~
. 1
'+
IB
~o:j
:I.
o
Dyadic (Two-Argument) Form: Residue A I B
The
residue
function
result (when
both
argument
A and
argument
B are positive)
is
the
remainder when
argument
B
is
divided
by
argument
A.
The
following rules
apply
when using
the
residue
function:
1.
If
argument
A
is
equal
to
zero,
then
the
result
is
equal
to
argument
B:
016
6

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