EasyManua.ls Logo

HP HP-15C

HP HP-15C
224 pages
To Next Page IconTo Next Page
To Next Page IconTo Next Page
To Previous Page IconTo Previous Page
To Previous Page IconTo Previous Page
Loading...
SectionS:
Calculating
in
Complex
Mode
87
Keystrokes
|RCL|4
|RCL|5
sm
E
|RCL|6
|RCL|7
sm
s
[GSB][B]
|RCL|4
|RCL|5
sm
s
Display
032-
033-
034-
035-
036-
037-
038-
039-
040-
041-
042-
043-
45
4
45
5
42 25
20
45
6
45
7
42 25
40
32
12
45
4
45
5
42 25
044-
045-
20
43 32
Forms complex
b
a.
Calculates
(b
a) t.
Forms complex
a.
Calculates
a + (b
a)t.
Calculates
f(a
+ (b
-a)t).
Forms complex
z'(t)
= b - a.
Calculates
f(z)z'(t).
Labels used:
A, 0, and 1.
Registers used:
R2,
R3,
R4,
R5,
R6,
and
R7.
To
use
this
program:
1.
Enter your function subroutine labeled
"B"
into program
memory.
2.
Press
7
Q][DIM
|foil
to
reserve registers
R0
through
R7.
(Your
subroutine
may
require additional registers.)
3.
Set the
display format
for
(7T|.
4.
Enter
the two
complex points
that
define
the
ends
of the
straight
line
that
your function
will
be
integrated along.
The
lower
limit should
be in the
Y-registers;
the
upper limit
should
be in the
X-registers.
5.
Press
[f]
[A] to
calculate
the
complex line integral.
The
value
of
the
integral
is in the
X-registers;
the
value
of the
uncertainty
is in the
Y-registers.
Because
two
integrals
are
being evaluated,
the
program will
usually take longer
than
a
real integral, although
the
|7T|
routine
doesn't have
to use the
same number
of
sample points
for
both
integrals.
The
easier
integral will
use
less calculations
than
the
more
difficult
one.

Table of Contents

Other manuals for HP HP-15C

Related product manuals