Canon F-792SG User manual

Canoil
F-792SGA
USER
INSTRUCTIONS
ilililililililililililililIililililililililililil1
Howto use the slide cover
Openorclosethecoverbysliding
asshownin
thefigure.
.............P.4
.P.4
.................P.4_5
.................P.5-6
.................P.6-8
.......P.8
.......P.9
..P.9-11
...............P.11
.........
P.11-14
.........P.15-16
...........P.23
.....P.24-27
,....
P.28-29
.....P.30
...............P.30
.........P.30-31
..........P.3'l-32
.................P.32-33
.......................P.33
............................
P.39-40
......................P.40
...P.45_46
..,
V
Disp
Hili t$iIH- F'xscL'NEFMLA
r?
DsP
s.E
?
<Status Indicators>
EN :Shift key
A :Alphakey
M :Independent
Memory
STO :Store Memory
RCL :RecallMemory
STAT :1-Var & 2-VarStatisticsMode
CPLX :Complex
Number
Calculation
Mode
MATX :MatrixCalculation Mode
VCTR :VectorCalculation Mode
EQN :EquationCalculationMode
lJ :Degree Mode
B :Radian
Mode
E :Gradient
Mode
FIX :Fixed-decimalSetting
SCI : Scientific
Notation
LINE :LineDisplay
Mode
FMLA :FormulaCalculation
:UpArrow
:DownArrow
:Multi-statements
Display
E-tE-438 ENGLISH

I
ffi
@E COMP Normal
calculations
@tr] CPLX Complexnumber
calculation CPLX
@E STAT Statistical
andregression
calculations STAT
@E BASE Calculations involving specifi
c
number svstems
@til EQN Equation
solution EQN
@E TABLE Function
table
generation
@E MATX Matrix
calculations MATX
@E VCTR Vector
calculations VCTR
@oE INEQ Inequality
calculations
@oE RATIO Ratio
calculations
I The
defaultmode
is
COMPmode.
v) EQN Mode
1: ? unknoFrn EGN
?!3 unknoHn EGH
3:4 unknoHn EQH
1:
Dirn 2: Data
3:HaTH 4:HETB
5:HETC E:HETtr
7: HatHns
I To select the calculator input & output format [1] Maths
or [2] Line
[1]
Maths
- (Mathematics
mode):
The majority
of calculation
input
andoutput(e.9.
Fraction,pi,
square rootnumber)are shown in
Mathematics
textbook
format.
[2] Line- (Linemode):The majority
of calculation
inputand outputare
shown in the lineformat.The
"LlNE"
icon
will
beshown.
FOr
the STAT,
EQN, MATX,
VCTR, INEQ, RATIOmode, the
Input& Display
formatwill switchto Line mode automatically.
6
'.ffi$l. i..Q{.,,',,,,,,,,',.',1 L.,::11.,'.,,t,' l,'t.'l,,11;;:'!:l
I First
time
operation:
1. Remove
thebattery
insulation
tabto loadthebattery.
2. Press@5l b EE @ toinitiatize
the
calculator.
Power
ON:When
I
o"l is
pressed.
PowerOFF:Wheng "5 arepressed.
I Auto Poweroff Function:
When
thecalculator
isnotusedforapproxim
ately
7
minutes,
itwill
automatically
power
off.
fr*1','r'r.tllt:lilffi
I Press
1$'g O E (6:
( CoNT) ),
toenterthe
Display
Contrast
Adjustment
screen.
COHTRHST
LIGHT trHRH
E{
I E}l
Press
Q todarken
thedisplaycontrast.
Press
@ tolighten
thedisplay
contrast.
Press
I
cn
I or I
orv
Ito confirm
andclear
thescreen.
I Toinitialize
theLCD
contrast,
pr""r Pl'5 E E
lcnIoutsidetheDisplayContrastAdjustment screen.
I Press
Fml toenter
theCalculation
Mode
Selection
screen.
I Press
O I e fornext
/ previous
pages.
1l1.:11'l.
TheApps menu contains mathematical
functions.In each
Calculatlon
Mode,the listed
functions
are different.
I Press
Ful and corresponding
numberto enterthe
Calculation
Mode.
a Press F5 to entertheApps menu.
; Press O / O for next/ previouspages.
i)
COMP
Mode
iii)STATMode
ii) CPLXMode
EAN
EGH
EEF.I
I Press
E5 35 to
exitthe
Appsmenu.
1 ; l';lf;ri;r :';lri;:1;;r:.1:....,;:i..l1i;1;$m
I Press
C5 'g toenter
the
Calculator
Set-upMenu;
press
Q / @fornext/
previous
pages.
lrEE------l
lEi- .re-l
lrl
l='#fi*'r
I t.ze+r++art
I
ts)
FressI (rJ
or
[@lkey
1:T 2rZ
3:lrlax 4: Flin
5: Q,,,|^ E: l4od
7:LCH E:GCtr
1! Type ei DatE
3:EdiI 4:S-SUH
5:S-VHR 6:S-PTS
7: triStF
1: lrle 2: lE+hi
3:HrB 4:Contjs
5: ReEl E: Imes
1: TyPe ?: EEIE
3: Edit 4: S-$UH
5:S-VHR E:S-PTS
7:Eistt 8:Res
ln REGmode
I ! COHP 2: trPLH
V
3:STRT 4:BHSE
5; EQH 6: THtsLE
7!HRTX E:VCTR
1: I]TEQ ?:RHTIO
In SD mode
iv)BASEMode
v
1!End ?:or
3:ro|^ 4:xnol^
5:Hot E:Hes
3
Press
I O]
or[@] key
4
3
PressI Q]
or[@] key
5
vii) VCTR
Mode
1: Oirn t: trtsLE
3: VtrIF 4: VCtE
5: VctC 6: UtrtD
7:VctRnE ff:trot
ix)RatioMode
Y
1:
HEths 2: Lir,e
3: tres 4: Red
5: GFE 6: Fir
?: sci 8: Horm
<F)
rress I tyJl
or
[@] key
3
Press
IQ]
orIAl kev
1:
Guad
U:Cuhic
3: Qual^t
^
1:Det 2:T|^n
3: Ide 4: Hdi
5: InU
vi) MATX Mode
viii) INEQ Mode
1:SuEd
Z: Cuhitr
3: Quart
IHEA
I HEA
IHEA
I :ah/c 2: d./c
3:CFLX 4:STtrT
5: Bisp 6: {COHT}
1:d
3:h ?=h
4:o
A

I
F
L
I Toselectthe angteunit [3] Deg,[4] Rador [5] Gra
[3]
Deg:Angte
unit
in
Degree
[4]
Rad:Angte
unit
in
Radian
[5]
Gra:
Angle
unit
in
Gradient
96o
=f radians
= 100grads
I T^o
select disptaydigit or notation [6] Fix,[7] Sci or
[8] Norm
[6]Fix:
Fixed
Decimat,
[Fix
0-9?] appears,
specify
the
number
ofdecimalplaces
by
pressing
tOl
_ tgl
Example:
220
+7 = 3't.4286(FtX
4)
= 31.43
(FlX
2)
[7]
Sci:
Scientific
Notation,
[Sci
0-9?] appears,
specify
thenumber
ofsignificant
digits
bypressing
tOl
_ igl '
Example:
220
+ T = 3.1429x101
(SCt
5t
=
3.143x101
(SCt4)
[8]
Norm:
Exponential
Notation,
[Norm
1-2?]
appears,
specify
theexponential
notation
format
bypressing
[1]
or
I2l
Norm
1:
Exponential
Notation
is
automatically
used
for
integer
values
with
more
than
10
digits
and
decimal
values
with
more
than
TWO
decimal
points.
Norm
2: Exponential
Notation
isautomatically
used
for
integer
values
with
more
than
10
digits
and
decimal
values
with
more
than
NINE
decimalplaces.
Example:
1
+ 1000 _=
1x10-3
(Norm
1)
0.001(Norm
2)
I Tosefectthe fraction format [1] a b/cor l2l dtc
[1]
a b/c:specify
Mixed
Fraction
display
12)
dlc:specify
tmproper
Fraction
disptay
f ]919]ect thecomptex
number
disptay
format
[3]
CLPX([1]a+bi or [2] rce)
[1]
a+bi:
specify
Rectangular
Coordinates
12)
r<e:specify
Polar
Coordinates
7
I Toselectthe statisticatdisptayformat [4J
STAT
(t1loN or [2] oFF)
[1]ON:
Show
FREe(Frequency)
Cotumn
in
Statistical
Data
Input
Screen
[2]
OFF:
Hide
FREe(Frequency)Cotumn
in
Statistical
Data
Input
Screen
I Toselectthe Decimalpoint Display
format [5] Disp
([1]Dotor [2]Gomma)
[1]Dot;
specify
dot
format
forDecimal
point
result
display
[2]
Comma:
specify
comma
format
forDecimal
point
result
display
I Toadjust Disptay
Contrast16l
€) CONTO
Refer
tothe"Display
Contrast
Adjustment',
section.
Before lleing the Calcr.dator
I Check
theCurrent
Calculation
Mode
Besure
tocheck
thestatus
indicators
thatindicate
the
current
catcutation
mode(COMp,
STAT,
TABLE),
disptay
formats
setting,
and
angle
unit
setting(Deg,
Rad,
Gra).-
I Retu_rn
to InitialSetup
Press
flb E [= ffEs) [cn] toreturn
the
initial
carcutator
setup:
Calculation
Mode :COMp
lnpuUOutput
Format :Maths
Angle
Unit :Deo
Display
Digits :Noim
1
Fraction
Display
Format : dlc
StatisticalData
Input :OFF
Decimal
Point
Format :Dot
This
action
will
not
clear
the
variable
memories.
lJte_st
Norm?ily,
one.byteii used "i'in i-" vo, pressone of
rle)numeric keys, arithmetic
keys,scientific
functionkevsor
tAnsl
.some functions
require
a _ 13bytes.p5,flAi, anl tne
directionkeyswill not use up any byt6s. ' I'L
I$," |P l"r.aining inputcapacity
is tess
than 10bytes,
the
Inpur
cursorwiil change from ,,
| " to ,,
I', signaling
tfrat
ine
memory is runninglow.
l! ,,''. ,:-1$
I New Inputbeginson the left.of
display.
When the inputdata
is more than 15characters
(LineMod-e)
/ 16characrers
(Math mode),the linewillscrollto the rrght
consecutivelv.
Youcan scronbackto the teft
by using O ;;J 61;'ilii"*
theinput.
I In Line.mode,
presse to_!-et
the cursor
jump to the
oegtnnlng
ot Input,presse) to
jumptotheend.
I In Mathematics
mode,press
Q to letthe cursor
jump to the
beginning
of_input
when it isaithe enO
ot inL-input
calculation.
.Orpress@ to tet
the cursor
jump to the end of
input
whenitis
atthebeginning
oftheiniut calculation.
I Omitthe multiplication
signand finalclose parenthesis.
Example: 2 x log100
x (.,l+3;
= 16
Omit multiplication
sign (x)
I Initialize
theCalculator
When
youarenot
sure
ofthecurrent
calculator
setting,you
arerecommended
to initialize
thecalculator (resets
calculation
mode
to"COMp",
angle
unit
to
,,Degree,,,
clears
replay
and
variable
memories,
andresets
LCD
contrast)
by
P*ejfgrmins
the
following
key
operations:
-b l-il(Al)EffES)tcAl.
- f
npul
before
an
open
parentheses
l-(l: 1
x (2+S)
- Input
before
scientific
functions
that
Fclude-sparentheses:
2xcos(30)
- Input
before
Random
number
function
*i!5
- Input
before
Variable(A,
B,
C,
D,
X,
y M),
n, e
Includ.ing
l-fl.t,
l-rI .z,l-r
l.s EE@E@@??
#
trrEEEFE
2xlog(100)
x (1+3)
E@tI@@EEE
EEE

-2. Scientific
functions
come withthe open parenthesis.
Example:
sin(,
cos(,
pol(,
LCM(....
*ou neeO
to input
the
argument
andtheclose
parenthesis
-_i.
-3. Omit
thelast
close
oarenthesis
before
th-he
E, @,Er ,
g 'g and
ri5 '
f Insert and Overwrite lnput mode
In Linemode,you can use TNSERT
,E or.
Overwritemodefor
inputting.
- InInsert
mode(Default
input
mode),
thecursor
is
a
vertical
flashingline" | " for inserting
a new character.
- In Overuvrite
mode, press g 'E [ey to switchthe cursor
to a flashinghorizontal
,,_ " and repla-ce
the character
at
the currentcursorposition.
In Mathematics
mode,you can only use the Insert
mooe.
Whenever
the display
formatchanges
from Linemodeto
Mathematics
mode,itwiil
automaticaily
switch
to the Insert
mode.
I Deleting and Correcting an Expression
In Insertmode: Movethe cursorto ihe right
of the character
or
functionthat needsto be deleted,
then piess @ll.
ln Overwritemode: Movethe cursor under the character
or
function
being
deleted,
then
press
lorr_1.
Exampfe: 1234567
+ 889900
I Function
Calculation
Input
Ranges
(1) Replace an entry (2345i67+1234560)
(2)
Deletion(1234567
+ 134567)
I
I In
Mathematic
Mode,
the
input
and
display
result
of
fraction
orcertain
functions
(log,
xr,
x3,
xr,Ji, 11.
,.JE,
x-l,
10r,
er,
Abs)
is
shown
inHandwriting/Mathematics
format.
MATHEMATICS MODE: c5'i5 El
NOTE
(1)
Some
input
expressions
cause
the
height
of
a
calculation
expression
to begreater
thin onedisplay
screen.
Maximum
input
capacity:
2display
screens
(31
dots
x 2).
(2)Calculator
memory
limits
how
many
functions
or
parentheses
can
beinput
in
any
single
expression.
In
this
case,
divide
the
expression
intohultiple
parts
andcalculate
separately.
(3) lf part
oftheexpression
youinput
iscut
offafter
calculation
andin
the
result
display
screen,you
can
press
@ orQ to view
the
full
expiession.
(3)
lnsertion
(889900
+2889900)
Line/Maths mode -
Insert mode
@ otimes 1234567+1889900
a1
234567+21889900 brputRange
stnx DEG 0
( lxl
<9x10s
RAD 0
< lxl
<157
079
632.7
GRA 0< lxl <'1x10to
cosx DEG 0<lxl
<9xlQs
RAD 0< fxf <157
079
632.1
GRA 0
3 lxl
<lxlQto
tanx DEG Same
assinx,
except
when
lxl
=(2n-1)x90
RAD Same
assinx,
except
wh
en lxl
=(2n-1)x
nll
GRA Same
assinx,
except
when
lxl
=(2n-l
)x
J
a[
sin-1x 0<lxl
<1
cos-1x
tanjx 0
< lxl
<9.999
999
999x1Ose
sinhx 0< lxl<
230
258
S09
2
cosnx
sinh-1x 0< lxl <4.999
999
999x1
Oee
cosh-1x 1 < x<4.999
999
999x1
Oes
tanhx 0< lxl
<9.999
999
999x1Oee
tanh-1x 0< lxl
< 9.999
999
999x10-1
log)dlnx 0<
x 3 9.999
999999x1Oee
10, -9.999
999
999x1
Oes
j x( 99.999
999
99
-9.999
999
999x10es
( x( 230.2SB
SOg
2
r/x 0 <x <1x10100
x2 lxl<1x1oso
x3 lxl<2.154
434
69x1033
x-1 lxl<1x10100,x;e
0
3{x lxl<1x10100
x! 0S
x369 (xis
aninteger)
nPr 0
5 n< 1x1010,
03 r( n(n,r
are
integers)
1
<{n!/((n+)!}
< 1x101oo
nCr 0
5 n< 1x1010,
0( ri n(n,r
are
integers)
1
snl/r!
< 1x10100
or1
< n!i(n-r)l
< 1x10ioo
Method 1: Line/Maths
mode - Insert mode 1234567
I+l 8S9900
@ z times '|
2345671+889900
@@ 12345601+889900
Method 2: Line mode -
Overwrite mode
shifr sET-UP -
r--rr---lzl
1234567
f+l 889900
Shift Insefr
1
234567+889900
@ 8times 1234567+889900
@1234560+889900
Method 1: Line/Maths
mode - Insert mode @ tztimes 12134567+889900
@1
134567+889900
Method 2: Line mode -
Overwrite mode
Shift Insen 1234567+889900
@ t3times 1
234567+889900
@134567+889900
ea
Number
ofDigitsfor
Internal
Calculation Upto 18
digits
Precision t1 atthe1Oth
digitfor
a singlecalculation.
tl attheleast
significant
for
exponential
display
Calculation
Range r'l x 10-se
to 19.999999999 x lOee
or O
11

Illllllt lltrIrrrr rrrrr
"l
E-tE-438
Funcfions
Pol(x,y) lxl,lyl
S9.999
999999x1Ose
Jiz+vz< g.s99999999x1
oes
Rec(r,0) 0<r<9.999999999x1Ose
0 :Same
assinx
o,il
<o, tl
lal,b,c
<1x10100
0<b,c
Thedisplay
seconds
valueissubject
to
anerrorof
+f1 atthesecond
decimal
place
lxl.l
xlotoo
Decimal
* Sexagesimal
Conversions
0'00"S
lxl $999999"59'59"
n(xv)
x>0:
-1x10100<
ylog
x< 100
x=0:
y>0
x<0:
y=n,6712n+1)
(m,n
are
integers)
However:
-1
xl01oo<yloglxl<1
00
*{y
y>0:
x+0,
-1x10100<1/x
logy<100
Y=0:x>0
y<0'.x=2n+1,(2n+1
/m (ml0;m,nare
integers)
ablc Totalofinteger,
numerator,
anddenominator
mustbe
10digits
orless
(includingdivision
marks).
i-Rand(a,b) 0
( a<1x1010,0
( b<1x1010
(a,b
should
be
positive
integers
or0)
Rand Result
generates
a3digit
pseudo
random
number(0.000-0.999)
LCM(x,y,z) 0<x,
y,
z3 9.999999
999x1012
(positive
integers)
Default
result
when
x,y, z=0
GCD(x,y,z) 0<x,
y,
z( 9.999999 999x1012
(positiveintegers)
Defaultresultwhen
x,
y,
z=0
4...(x,v)
O<x,y
< 9.999
999
999x1012
(positive
integers)
0SQ
5 999999 9999,0
< r<9999999999
(Q,r
are
integers)
Defaultresult
whenx=0
0<lx,yl
< 9.999999999x1 012
Defaultresult=x
when
y=0
lxl<1x10100
lFREQl<1x10100
lxl<1x10100
lyl.l
xlotoo
lFREol<1X10100
lxl<1x10100
x< 9999999999
(positive
integers)
Positive:0-0111
111111111'111
11111111
11111111
Negative:
100000000000
00000000
000000000000-
1111
1111
11111111
111111111111
1111
Positive: O-2147
483647
Neoative:
-21
47
483648--1
Positive:0-17777777777
Negative:
200
00000000-377
7777
7777
Positive:0-7FFFFFFF
Negative:8000
0000-FFFF
FFFF
4and
bareintegers
intherangeof-1 . 10^10
<
aSb <1
' 10^10.
c and Dare integers in the range of-l ' 10n10
< a5b <1 ' 10n10.
i w ffi $i:$s$igw
Thiscalculator
willautomatically
determine
theoperation
priority
ofeachindividual
command
asfollows:
. Errorsarecumulative
inthecase
ofconsecutive
calculations.
thisisalso
trueasinternal
consecutive
calculations
areperformed
inthecase ofn(xv),
x{y,3{,
x!,nPr,nCr, etc.and
maybecome
large.
I Display of ResultsUsing.f
Calculationresults
maybe
displayedusing
J inall ofthe
followingcases:
1.Whenintermediate
and
finalcalculation
resultsare
displayedin
thefollowing
form:
0<a<100, l<d<100
0<D<1000,
I<e<1000
1<c<100,
l</<100
"Ji dJ;
C.J
2. When the number of terms in the intermediate
and final
calculation result is one or two.
1st Priority Recallmemory
(A,
B,C,D,E,F,0-9),
Rand
2nd Calculation
within
parentheses().
3rd Functionwith
parenthesis
that
requeststhe
input
argument
tothe
rightPol(,Rec(,dldx,
Idx,
P(,
O(,
R(,
Det(,
Trn(,lde(,Adj(,
Inv(,Arg(,Conjg(,
Real(,lmag(,
sin(,cos(,
tan(,sin-1(,cos-1(,
tan-l(,sinh(,
cosh(,
tanh(,
sinh-l(,cosh-l(,
tanh-1(,
log(,In(,e^(,
10^(,.f,(,
3f,(,Abs(,
ROUND(,
LCM(,GCD(,
Q...(,i-Rand(,
4th Functionsthatcome
aftertheinput
value
preceded
by
values,
powers,
power
roots'
x2,x3,)c1,x!,'"', ",r,
S,
n(,
l-(, Percent
%,
log"b,
EXP,
X
5th Fractions:a b/c,dic
6th Prefixsymbol:
(-) (negative
sign),base-n
symbols
(d,
h,b,o,Neg,Not)
7th Statisticalestimated
valuecalculation:i, fl il, i2
Metricconversioncommands
(cm* in,etc)
8th Multiplication
wheresign
isomitted:Mgltiplication
sign
omitted
immediatelybeforen, e,
vari*les (2n
,5A,n
A,
etc.),
functionswith
parentheses(2J-(3),
Asin(30),
etc.)
9th Permutations,
combinations:nPr,
nCr
Complex
number
polar
coordinatesymbol
(<)
1oth Dot: .
11th Multiplication
and
division:
x. +
12th Additionandsubtraction:
+ -
13th LogicalAND
(and)
14th LogicalOR,XOR,
XNOR
(o1
xor,xnor)
1sth Calculationending
instruction:
=,M+,M-STO(store
memory),FMLA,
>r<
e, >a+bi
14

I Inthe same precedencelevel,
calculations
are performed
from left to right.
I Operations enclosed within parentheses are performed first'
When a calculation
contains
an argumentthat is a negative
number,
the negative
numbermust be enclosedwithinthe
parentheses.
Example:
@EEE
E@EE@E F2)2=4
I When same priori$ commandsare mixed intoone
calculation:
-22
=4
1
+21tr
=0.1
591549431
Example 1:
EEEg bE
Example
2:
-=--l shift sro
I z I r-1 r--- tI:lJ
EEES dE 2+A
r * 2A=*
I
I This calculator
uses memoryareas,called"stacks",to
temporarily
storenumericvalue (numbers)commands (+,-,
x...
jand functionsaccording
to their precedence
during
calculations.
I The numericstack has 10 levelsand the command stackhas
128 levels.A stack error [Stack ERROR] occurs whenever
you try to perform a calculation that exceeds the capacity of
stacks.
I Calculations
are performed
insequence according
to "Order
of Operations". After the calculation is performed, the stored
stackvalues will be released.
The calculator
is lockedup when an error message is shown on
the displavindicating
the cause of the error.
I Press fcAl to clear the error message, then return to the
initial
displayof the latestmode'
I Press O or O to display
the inputexpression
withthe
cursor positioned next to the error.
I Press lionIto clear the error message, replay memory
- historyi6'indreturn to the initial display of the latest mode.
16
. Check
the input
valuesand
makesuretheyareall
within
theallowable
ranges.
Payspecial
attention
tovaluesinany
using
memoryareas.
. The intermediate
orfinal
resultis outsidethe
allowable
calculation
range.
. An attempt to perform a
calculation
using
avalue
thatexceeds
theallowable
input
range.
. An attempt to perform an
illogical
operation
(division
byzero,etc.) . Simpliry
thecalculation.
. Dividethecalculation
into
twoor moreseparate
oarts.
. Thecapacity
ofthe numeric
stack
or ooerator
stackis
exceeded.
thecursoratthe location
oftheerror.make
appropriate
conections.
. Nanowthetable
calculation
rangeby
changing
thestart,
end,
andstepvalues,andtry
agarn.
. Thecalculation
result
of
Function
Table
mode
parameters
caused
more
than30x-values
to be
generated
for a table. . Press@orQto oisplay
the location
ofthe cause
of
the error
andmake
required
conections.
. UnderMatrix
andVector
mode,
thedimension
(row
column)
is overthree.
. An attempt to perform an
illegalmatrix/vector
ooeration. . Check
for enors inthe
equation
thatyouinput.
. Input
a value
forthe
solution
variablethatis
close
tothe expected
solution
andtry again.
. Thecalculator
couldnot
obtain
a solution.
. Under
Matrix
andVector
mode,
thedimension
(row,
column)
isoverthree.
. An attempt to perform an
illegal
matrix/vector
ooeration.
(refer
to P.49
- 50)
. Eouation
is nota conect
equatlon.
. Equationdoesnotinclud€
variable
X.
. The solution
variable
is not
similar
tothe specified
variable
inthe expression.
. Thecalculator
couldnot
obtain
a solution.
(refer
P.51-
53)
. The current
differential
or
integration
calculation
ends
doesnotfulfillan ending
condition.
. Press@ orQtodisplay
the location
ofthe caus€of
theenor andmakerequired
conections.
I Press
@ E to enterCOMP
mode.
I Asthecalculation
isbusy
processing,
thecalculator
shows
themessage
[PROCESSING]
(without
any
calculation
result).
Press
Ice
I
key
to interrupt
the
calculating
operation.
. Tocalculate
thenegative
values
(exclude
thenegative
exponent)
enclose
within
theparentheses.
. This
calculator
supports
99levelsof parenthetical
expression.
MATHEMATICS
MODE:
g ?5 E
MemoryVariables
. There
are19memory
variables
(0
- 9,A- F,
M,X and
Y),whichstore
data,
results,or dedicated
values.
. Store
valuesinto
memorybypressing
e5'5 + Memory
variable.
. Recall
memory
valuesbypressing
lncr-l
+ lMsrnery
variable.
. Memorycontent
canbecleared
bypressing
E g'&
+ Memory
variable.
tC@EEE
EEE 4E75x
1
- lzso
B@EEE
@tI@@E
EE
18

Exampfe:
23+ 7-A(30 store
into
A),calculate
2 sinA
and
clear
memoryA.
MATHEMATICS
MODE:
g i3 tl
Independent
Memory
. Inbependent
mem6ry
-5 usesthesame memory
area
as
variable
M.
ltisconvenient
forcalculating
cumulative
totals
bypressinglrra+l
(add
to memory)orFr(subtract
from
memory).
. Memory
contents
areretainedeven
when
thecalculator
is poweredoff.
. CrE",
independent
memory
(M)by pressing
E c5
'5d
. bi6"?Ztt
memory
valuesby
pressing
g '5 2(McL)
E@
Answer Memory
. Theinput
valJes
orthemost
recentcalculation
result
will
beautbmaticqtty,#oJgq
into
Answe.r
me.noly
whenever
youpress
[E, 5 E , @, g b, g'e '
Answer
..morv ca-nhold--up
to1Sd-diqiG.
-.::- Jshitt - - Shift M- shift sio
youpress
[E, 5 E ,
LU!,
- 'b, -'- 'Answer
inemory
ca-n
hold--up
tols d-digiG.
Recall
ind use
the
latest
storedAnswer
memory
by
pressing
lrnsl.
Answer-mEfiory
isnot
updated
whenanerror
operation
hasbeen
performed.
Answer
m'emory
contents
canbemaintained
even
after
pressingIcnl,changing
thecalculation
mode,orturning
The calculator
supportsFractioncalculation
and the
conversions
betweenFraction,
Decimalpoint,Mixedfraction
and lmproper
fraction.
. Specify
the fractioncalculation
resultdisplayformat by
selecting
eithermixed fraction (rT ) or improper fraction
(*) intheset-up menu.
. At the defaultsetting,
fractions
are displayed
as improper
fractions
(f,).
. Mixed Fraciiondisplay resultsare only available
after
selecting
(rf, ) in the setup menu.
I Presslr-ol to switcha calculation
resultbetweenfraction
and
decimal
form?t.
I Press
9 "ffi toswitchacalculation
resull
imorooer
fractionand
mixedfraction
format.
I Results
willbe displayed
indecimal
formatautomatically
whenever
thetotal digits
of a fractional
value(integer
+
numerator
+ denominator
+ separator
marks)
exceeds10.
I When a fraction
calculation
is mixedwith decimalvalues,the
resultwill be displayedin decimalformat.
Fraction <+ Decimal point conversion
I In Maths mode, press [i5l 1e
6636gethe calculation
result
value betweenfraction
form- Decimal
form, n form -
Decimalform. { form- Decimal
form.
I In Line mode, pressli-o-lto ONLY change the calculation
result
value betweenFraction
form* Decimalform, the other
n and { calculation
willdisplay
the decimalvalueonly.
LINE
MODE:
S'g E
2^8^
-+Z = - = I-OObOOOOO/
33 EHEE
EE 2 t3+2 8-r3
@2,t3+2 2.666666667
NOTE:
' Insome calculation results,
pressing[i-o-]
will notconvertthe
display
value.
. Some displayresultconversions
may take a longtime.
EEEEg
STO A
r-r D
23+7
+A
t.--r----tAlpha A T-l
I z llsrnt - r---r L-J
2xsinA=1
MATHEMATICS
MODE:
g ?5 E
EHEOE
EE
tan(30
o.5773502692
gbEEE
MATHEMATICS
MODE:
g ?5 E
Egamo
EOEEE
EE
5 - 2.333333333
(Fraction €Decimal)
2.333333333
* 2:
(Decimale Mixed
Fraction)
123+456+M+,
Ans2
= 335,241 EEtilEE
EE@EE Ans2 335241
789900
- Ans=
454,659 E@EEE
@E@E 789900-Ans
454659
19
offthecalculator.

'MATHEMATICS
MODE:
t5'ff E
To
calculate
25%of
820 EEEEE
m Shift % -
ltlr---rr---l=l 205
82ox25o/o
The percentage of
750 against 1250 EE@HE
EEESb 60
750+1250Y"
Usethedegrees (hours),
minutes
andsecondskey
to
perform
a sexagesimal
(base-60
notational
system)
calculation
orconvert
thesexagesimal
value
into
decimal
value.
Degree-Minutes-Seconds<.+ Decimal points
MATHEMATICS
MODE:
g I5 E
f Replay Memory Function
. Replaymemory is only available
in COMp mode.
. Afterthe calculation
isexecuted,
the calculation
inputand
result
will be stored in the replaymemory automatically.
. Pressing
O (o, O ) can replaythe performed
calculation
inputand resulthistory.
. Afterobtaining
the calculation
result
on the display,
press
@ or@ to editthe inputexpression
of that result.
. lf the D Indicator
ison the right
side of a calculation
result
display,
you needto presslcn land then O or O to scroll
throughthe calculation.
. Replaymemory is clearedwhen you:
'1.Initialize
calculator
settings
usingPl .5 tn E @
2. Changefrom one calculation
mode or display mode to
another.
3. Press
I
orl .
4. Pressg "& to poweroff the machine.
I Multi-statements Function
. Usea colonri to put two or more calculation
expressions
together.
. The firstexecutedstatementwill have "Disp"
indicator;
and
the "Disp"icon will disappearafterthe laststatementis
executed.
F-792SGAhas totalof 79 built-in
constantvalues,you can enter
(orexit)the constant
valueselectionmenu by pressing
g H ,
the followingdisplaywill be shown:
lnput 1-79
<mP mn me 00
mp aO>
. Youcan qe to the next or previous
value selection
pages by
pressing
O ore.
. Toselect a constant
value simplypress@ or Q .The
selection
cursorwill shiftleftor right
to underline
a constant
symboland the lower linedisplaywill show the value of the
underlined
constantsymbol.
. The underlined
constantsymbolwill be selectedas you
press C;l .
. You can instantlyget the constant
value ifyou inputthe
constantvalue item numberand press E when the
selectioncursor is underlining
Q
Q.
v
86037'34.2"+ 0.7 =
'123.45',6" @EEtTE
EEETIE
EEEEE
I:J
86037o34.20+O.7
123o45'
6"+ 123.7
5I 6667 86o37o34.2o+0.7
123.7516667
2.3456
+ 2020'44.16" EEE@E
EEE
MATHEMATICS
MODE:
g ?5 E
EEtnEg
d |
2
ltuL2JLSJ
Replay the previous
calculation history
('1
x12=12\
g H (menu
setectionpage) lnput 1-79 0
0
<mP mn me mp aO>
EEE50B
22

ConstantTable
Gsmer* ilFs .-., !
Prolon mass mp 1.672621777x10-27 Kg
2Neutron mass mn 1.67492735'lx1O-27 kg
Electron mass me 9.10938291xl 0-3 kg
Muon mass m,, 1.883531475x1
0-28 kg
5. BohrradiusG
/ 4nR* a0 O.52917721092x1O-1o m
oPlanck constant L6.62606957x10-s
7Nuclearmagnetonet / z^o lrru 5.05078353x10-27 JT
6Bohr magneton el / 2m" lrB 927.400968
x10-26 JT
IA/zr 1.05457
1726x1O-34 Js
10. Fine-structureconstant
e2
/ 4neohc
07.2973525698x1
0-3
11 Classical electron radius crzan 2.8179403267xl0-15 m
2Compton wavelength h / mec I2.4263102389
x1O-12 m
13. Proton
gyromagnetic
'atiozp' /fr ^{ 2.675222005x1O8 s-1T-1
14. Proton Compton wavelength l/ moc l"c 1.32140985623
x10-15 m
'15.Neutron Compton wavelength I / mnc 11.3195909068x10-15 m
16 Rydbergconstant
u2m.c/ 2 l, R- 10973731.568539 m
(unified)
atomicmass
unit 1.660538921
x10-27 kg
18. Proton magnetic momenl tl 1.410606743x1
0-26 JT
'19 Electron magnetic moment tl -928.476430x10-26 JT
20 Neutron magnetic moment -0.96623647
x10-26 JT{
21 Muon magnetic moment rr 4.49O448O7 x1O-26 JT
22. Faraday constant NAe F96485.3365 C mol -1
zJ. Elementarycharge 1.6021
76565x10-1s
24. Avogadro constant NA 6.02214129x1O23 mol -
25. Boltzmann
constantR/ Nl 1.3806488x10-23 JK.
26. Molar volume of ideal gas RT,/ p
T=273.15 K, p=10'1.325 kPa
Vm 22.413968x10a3 m3mol
-
27. Molar gas constant R8.314462'l mol
-' K -'
28 Speed of light in vacuum c0 299792458 m
29. First radiation conslanl 2n hc' c1 3.74177153x10-16 Wm2
30. Second radiation constant hc;/k C2 1.4387770
x1O-2 mK
31 Stefan-BolEmann constant o5.670373x10-8 Wm-2K
32. Electric constant 1 / p gc2 eO 8.854187817
x1O-12 FM
33. Magnetic constant Ito 12.566370614x1O-7 N A-2
34. Magnetic flux quantum h / 2e @6 2.067833758
x10-15 Wb
35. Standard acceleration of gravity s9.80665 ms-2
JO. Conductance qua ntum 2e2
/h G6 7.7480917346x10-5 D
37. Characteristic impedance of vacuum
lrtro / eo -- goc Zs 376.730313461 o
38. Celsiustemperature 273.15
39. NeMonian constant of gravitation 6.67384x'l0-1 m3 kg-1 s-2
40. Standard atmosohere atm 1
01325 Pa
41 Protong-factor2po/p 9p 5.58569471
3
?rc.n/ 2t0.2'l001941568x10-15 m
43 Planck length l/ mpc=(fic / c3)1t2 rP 1.61
6199x10-35 m
44 PlancktimetP
/ c=(frG / c5\1t2 rP 5.39106x'lOaa
45 Planck
mass
(h
c/ 6''1ttz mp 2.17651xt0'8 Kg
46, Atomicmass
constant mu 1.660538921
x10-27 Kg
47 Electron volt: (e/c) JeV 1.602176565x10-1e
48. Molar Dlanck constant Nah 3.9903127176x1
0-10 J s mol-l
49. Wien disolacement law constant b2.8977721x10'3 mK
50. Lattice
parameterof
Si(invacuum,
22.5"C) 543.1020504x 1O-12 m
51. Hartree energy e2
/4negas Eh 4.35974434
x10-18
52. Loschmidt constant Nn /Vm n0 2.6867805
x1025 m
Inverse of conductance quantum u0 12906.4037217 o
54. Josephson
constant
2elh K.; 483597.870
x10s Hz \fl
55. Von Klitzing constant h/e2 Rx 25812.8074434 f,)
56. I/2n '!c 386.15926800x1
0-15 m
57. Thomson
cross
section
(8n/ 3lie oe O.6652458734x10'28 m2
58 Electron magnetic moment anomaly
lp..l/ tte-1
ae 1.15965218076x10-J
59 Electron g-factor-2( 1
+ a.) 9e -2.00231
9304361
53
60. Electron gyromagnetic ratio
2ltt"l/t "Ye 1.760859708x1
01
61. Muon magnetic moment anomaly a! 1.16592091
x10-3
62. Muon g-factor-2(1
+ap) 9u "2.0023318418
oJ. Muon Compton wavelength h / m,c I11.73444103x10'1s m
u. '1.867594294x10-15 m
oc. Tau Compton wavelength h / m rc l" c, 0.697787
x10-15 m
66. '! c, 0.111056x10-15 m
OT Taumass mx 3.16747x10'27 Kg
68. t0.2'1030891047
x10-15 m
69. Shielded proton magnetic
moment(H2O, sphere, 25"C) p'|.410570499
x10-26 JT-
70. Neutron g-factor 2 p n,/ p x-3.82608545
71. Neutron gyromagnetic ratio
2l
tt,l/ tv1.83247179x1O8 T
Deuteron
mass md 3.34358348
x'|0-2t Kg
73. Deuteron magnetic moment pd 0.433073489
x10-26 JT
74. Helion mass mh 5.00641234 x10-27 Kg
75. Shielded helion magnetic
moment(gas, sphere, 25'C) F1.O74553044
x10-26 JT
76. Shielded helion gyromagnetic ratio
2lIL' hl / t (gas, sphere, 25"C) T2.037894659x1
08 sl
77 Alphaparticle
mass md 6.64465675
x1
0-27 Kg
78. Shielded proton gyromagnetic ratio
2 yt' p/ F (H2O, sphere, 25'C)
"Yp 2.675153268x108 s-l T
79. Protonmagnetic
shielding
conection1-p' o/ 1t
r(H2O,
sphere,25'C)
25.694x10{
! Constantvalues
cannot
perform
rounding.
Source: CODATA
Internationally
2010
http:/iphysics.nist.
goviconstants
25 27

Thecalculatorhas170
conversion
pairs
which
allows
you
toconvert
a number toandfromthe
specifiedmetricunits.
. Press
lomi
{9sntslfheconversronmenu.
. There
are8 category
pages(distance,
area,temperature,
capacity,weight,
energy,
pressure,
andspeed)containing
34
metricsymbols,
youcanpress
@ orQ) to changethecategory
selection
page.
. Ina categ!ry p9qe,you canshiftthe selectioncursorleftor rightby
pressrng
()or ().
. Gobacktothe
calculationmode
bypressing
liml within
the
category
selection
menu.Afterthebaseconversion
unitis
selected,@,
Qor F*lkeys will
be
invalid.
. lftheconverted
result
overflows,
[ERROR]
will
beshowninthe
lower
display.Press
[-=l toselecttheoverflow value;
thefollowing
scenarios
arevalid:
Scenario
A- Keep
selectingthe
otherconversion
value
by
pressrng
O orO.
ScenarioB- Clear
thescreenand
jump
outoftheselection
by
pressing
I
oN
lor Icn
l.
Scenario
C- Jump
backtothe
previous
calculation
screenby
Pressing
IAM].
Exampfe:
Convert
10
+ (5ft2 +m2) = 10.4645152
I Press
luouJl-lJ to
enterCOMPmode.
I n = 3.1415926535897932324
I e = 2.7182818284590452324
The
default
calculator
angleunitsettingis"Degree'.
pressPl tH
toenterthesetupmenu
tochangetheunitto"Radian"
or"Gradient",:
MATHEMATICS
MODE:c5 ?5 E
(^lv
r)'*" EgSrZE
EEg drO
DEESb
l-=t
t-l
@r+t')',,
0.6217559776
EgSEE
EO OEg
bEotuE
EOEE
'l feet feet
1mmeter
1mil milliliter
1mm millimeter
tn inch
cm centimeter
yo vard
mile mile
KM kilometer
zftz souare foot
yd' square yaro
2square meler
2milez squaremile
zkmz souarekilometer
2hectares hectare
zacres acre
oF degree Fahrenheit
deqreeCelsius
4gal gallon(U.K.)
4liter liter
4B.qal gallon(U.S.)
4pint pint
4fl.oz fluidounces (U.S.)
Tr.oz ounce (troy or apothecary)
5oz ounces
5tb libra
5Kg kiloqram
5(l gram
6joule
ocal.f calorie
aatm standard atmosphere
7Kpa kilopascal
7mmHq millimeter of mercurv
cmHrO centimeter of water
Im/s Meter per second
.' kmih Kilometer
oerhour
28
MATHEMATICS
MODE:
g ?=5
E
E@@E@
(menu
selection
menu)
Unit (distance) ^t
feet m mil mm in
cm yd mile km
O ft ("onfirr selectionft2) ft2 ^ yd2 m2 mile2
kmz ha acres 5
O O E (confirm
thevalue
convertintom2) 10+5ft2
> m2
1O+5ft2
> m2 a
10.4645152 MATHEMATIGS
MODE:
g try tl
e-3
+ .,101.2
+ In3
-
16.99733128 5f=@BO
Eg'5EE
EOEEB
f-t
L-1J
e-r+10r2+ln(3
16.99733't28
log381
-logl=4 gi3'EOE
AOE@E
f - I
t-l
29
ll"r.r'.r;tr*.l
| 3:Deg 4:REd I
| 53Grts 6rFir I
| ?:Sci 6rNorm I
30

Pressthe correspondingnumber keyf3 -.l,
l-4 I or fFl for the
angleunit
you need.Thenthedisplaywill
showthe
lD, R ,
G
indicatoraccordingly.
Convertan anqle unitbehveen
"Degree",
"Radian"
and
"Gradient"
by plessing & o
Then,
pressinS
l-lJ, l-2j ,
or
f3 I willconvert
thedisplayed
valueinto
theselected
angleunit.
MATHEMATICS
MODE:
g tg M
$
f Beforeusing
thetrigonometricfunctions
(except
hyperbolic
calculations),
selecttheappropriate
angleunit
(Deg/Rad/Gra)
by
pressinS
1! t5.
I 90o
= { RaOians
= 100
Gradients.
4
MATHEMATICS
MODE:
g ?g E
I Hyperbolic
(sinh/
cosh/tanh),
InverseHyperbotic
(sinh-1/cosh-t/tanh-l
)functions
I Pressltrvpl to
enterthe
sub-hyperbolic
menu.
I Permutation: nPr
=- lL
(n _ r)!
I Combination: nc,- 'l
rt(n - r\l
I Factorial: x!-
r(x-l)(x-2)...(2)(1)
I Random Number Generation
S t'& : Generatea random number between0.000 and
0.999.The displayresult
will be infraction
format in
Mathsmode.
6$o : Generatea random number betweentwo specified
positive
integers.
The entry is dividedby "."
I LCM; Calculate
the leastcommon multiple
among
(maximum)three positive
integers.
I GCD: Calculate
the greatest
common divisor
among
(maximum)three positive
integers.
MATHEMATIGS
MODE:
c5'g E
Alpha
991"",tl:0 |
g 'g E Ti-t
[e] |rao" lE
degreeintoradian
*;;;;;;;i-'- l@g"bEEl Tc
(180o
= Tsnao
-
)ooi*l
- l-l'g EE I
rao"
sinh2.5
- cosh2.5
=-0.082084998 @EEEE
DE@EE
EED]E
sinh(2.5)
- cosh([
-0.08208499862
Coshj45
= 4.499686191 @E@EE cosh-1(45
4.499686191
MATHEMATICS
MODE:
g ?g E
*The
valueshown
hereis
only
asample,results
will
differeach
time
Generate
a random
number
between
0.000
&0.999
Generate
aninteger
froma rangeof 1to
100 Hg'Egb
E@@E i-Rand(1
,1
00
lzl.lxtOn
EEg'bE
r-=l
t_-_i
Eg'ErEE LCM(15,27,
39)
=1755 e5Emtil-5
bEESe-
tNEE
LCM(15,27,39
1755
@EEEE
t- )
I-t
LINEMODE:
S'tr E
GCD(12,24,60)
=12 E5EEES
tr EEH a
E@E
GCD(12,24,60
12
33

'i
. Factor
a positive
integer
ofupto 10
digitsinto
prime
factors
ofupto 3 digits.
PtactNumber:
0< X
<
99999
99999
(X
is
integer)
. Thereminder
thatcannot
befactored
willbeenclosedin
parentheses
onthe
display.
Exampfe:
99999
99999
=
32x 11
x41x271
x(9091
)
MATHEMATICS
MODE:
c5?5 m
NOTE:
. During
any
calculation
operations,
pressing
S 5 or.
IE or lrruGl
or FE will
exittheprime
factorizationresult
display.
" Use
the
setupmenu
tochange
the
angleunitsetting
(Deg,
Rad,
Gra)
ordisplay
digit
setting
(Fix,
Sci,Norm).
. [Math
ERROR]
willbeshown
ifdecimal
vatue,fraction,
negative
value
calculation
result,
orPol,
Rec,
e...R
is
displayed.
l
I "Quotient"
(Q) isthe resultin a division
problem,"Remainder"
(r)
isthevalue
remaining
inan integer
division
problem.
I The calculated
Quotientvalue (Q) and Remainder(r)will be
storedintomemoryvariables"C"and "D",automatically
assigned.
I In Mathsmode, pressO or O to scroll
througha long
calculationresult.
I In Line mode,the Quotient
value (Q)and Remainder(r)will
be shownover 2 lines.
I Only the Quotient
value (Q)can contlnueto be used for the
nextcalculation
or be stored into memory variables.
LINE
MODE:
S'ff E
fll 'A : Convert
rectangular
coordinates
(x,y)
to
polar
coordinates
(r,
0);Press
lTcLl
jforr, or
lRcrl
d
for
0.
MATHEMATICS
MODE:
c5'g E
Pq -tri : Convert
polar
coordinates
(r,
g)
torectanqular
coordinates(x,y);
Press
@ d forx,or @ d
fory.
LINE
MODE:
g ig E
I With polarcoordinates,
you can calculateand Display
0
withinthe range of-180o < e < 180o.
(Sameas Radianand
Gradient)
I In Maths mode, press O ot O to scrollthe through
calculationresult.
I In Line mode, (x,y) or (r,
0) will be shown over 2 lines.
I After conversion,
the results
willautomatically
be assignedto
memoryvariables
X and y. Presslicr Ij oi-j to sh-owthe
results.
MATHEMATICS
MODE:
g'g E
lsin(eo
- s)"(-z)l @@EEE
TTDEE@
gerDE lsin(oo-s)'(-z)l
2.573M2045
LINEMoDE:
5 i=5
E
1+200
- 5xro-3 MEEEE
r=l
l-l
1+200
5x1o-3
@@ 1+2OO 5000xro-6
Shift .Exc 1+2O0 5xro-3
36
With rectangular
coordinate
(x=1,y=
ri3;. Find Potar
coordinate
(r,0) at
degree mode
Shift pol( r..- Shift i
@EE Pol(1,
./3
r=2.0=60
@d X
@d 60
EEEEEE
EEEEE
Shift PFad
9999999999
32x11x41x27
1x(9)
It
EEAA
- Shift PFad
t-rt_-.JL J
Itra
1777
(1777)
c5
EEtt
SaEE
t- l
t-t With Polarcoordinate
(r=2,0=600).
Find Rectangular
coordinate
(x,y) at
degree mode
Shift nect l=- Shift r
@EE Rec(2,
60
X=1
Y= 1.732050808
@i X1
@d 1.732050808

Complex
numbers
can be expressed
in rectangular
form(z = a + bi)
orpolar
form
(rZ0). Where
" a " isthe real
number,
" bi" isthe
imaginary
number
(and
i istheimaginary
unit
equal
tothesquare
rootof
-1, r'-r),
" r" isthe
absolute
value,and
"0 " istheargument
of
thecomplex
number.lmaginaryaxis(i)
r Press
["*l l-2-l to enterGPLXmode.
I PressFi to select
thecalculation
type.
Complex Number TYPeSelection
Thereare6 types of complex
number
calculations
inthe Complex
Number
Typescreen.Press
the numbBr
to select
thetypeof
Complex
Number
Calculation:
I t, t"a" =t t"-rt I
| 3:Rre 4:ConJe I
| 5!Retl 6: ImEe I
I Check
thecurrent
angle
unit
setting
(Deg,
Rad,
Grad)'
I It] indicates
thedisplay
result
istheimaginary
number;
i z I indicates
thedisplay
value
istheargument
value
e'
f imaginary
numbers
will
useupreplay
memory
capacity'
Rectangular Form and Polar Form Gonversion
eressing$ {-Tl canconvert
rectangular
formcomplex
numbers
intopolirEim; whereaspressing 85 l-t*itt convert
polar
form
complex
numbers
into
rectangular
form.
MATHEMATIGS
MODE:
g'e5 [n
Absolute Value
andArgument Calculation
Withthe
rectangular
formcomplex
number,
you
cancalculate
thecorresponding
absolute
value
(r)
orargument
(0
)by
pressing
lntslor e5 l-3_]
respectively.
LINE MODE: g ?g E
Determine
the Real/lmaginary
Values
of a Complex
Number
MATHEMATICS
MODE: g'g E
I Press
@ E toenterBase-n
mode.
I Dedma-l
(base10),hexadecimal
(base
16),binary
(base
2),octal
(base
8),or logical
calculations.
I io selecta specific
numbersystemin base mo-de,simplypress
c5Decimal ioeCl, c5 Hexadecimal
IHEXI'
Eji Binary [BlN]
or
fioctallocTl.
I F-ress
lS to perform
logical
calculations
including:
Logic
conneition [and]
/ [or],exclusive
or [Xor],exclusive
nor[Xnor]'
argument
complement
[Not],
andnegation
[Neg].
f lftle binary
or octalcalculation
result
is morethan 8 digits,
flbl /
tl cl will be-displaved
to indicate
the resulthasa nextblock.Press
Js{ to looobetw6en
resultblocks.
r in-Base-n'mode
all
thescientific
functionscannot
beused,
and
you cannotinput thevaluewith decimal
places
or exponents.
Conjugate of a Complex Number
lf the complex number is z = a + bi,the conjugate
value of this
complex
number
should
bez= a-bi.
LINEMODE:
S'g E
Absolute value (r)
and argument(0) if
complexnumber is
6+8i
@tilEEd
L--LJT:J
Abs (6+8i)
10
o@e5
EE Arg (6+8t)
53.13010235 MATHEMATICS
MODE:
g'g E
10101011+1100-1
>
BIN
10100001
10101011+.t
100_
'1001x101+10
=10100001
(in
Binary
Mode)
645+321-23x7+2
ocT
0000000109
645+321-23x7+2
=10M
(in Octal Mode)
(77A6C+D9)xB+F
HEX
00057c87
dEEEdE
JEiEDE
rf- F-=-l
- t? tT--'t t- |
3+4iis3-4i gEEEE
r r--i-l f=t
r-- L__!_J
L-J
Conjg (3+4t) 2
4i
Base-nTransformation c5'*c5*d** d
EEEEE
EE@EE
'12345+10'l=12446
'12345+101
lEllltlz BtN
10011't10
Real and lmaginary
values of a complex
numberis 23<54
&EEEJ
Et4EE Real(23/54)
'13.5190608
o@e5EE lmag(z3Lil)
18.60739087
3+4ilrlQ
5153.1
3010235
EEBdE
EE
3+4i=
5t53.13010235
37

Logical Operation
MATHEMATICSMODE: e5'ff [r]
I Press
@ tn toenterStatisticalcalculation
mode:
the
"STAT"
indicatorwilllightup.
I Press
i5 E (Type)
toselectthecalculation
type.
Thereare 8 types of StatisticalCalculation,afterentering
the
Statistical Type Selection screen,pressthe numberto select
the type of StatisticalCalculation.
After confirmingthe calculationtype in the Statistical Type
Selection screenor by pressing 5 f| (Data) inthe STAT
mode, the followingStatisticalData Inputscreenwill be shown:
I Afterinputting
theSTATData,
press
lceIto enter the
StatisticalCalculationscreen.
I StatisticalCalculation
screen
isinLinemode
forinput
&outputdisplay
I UsetheStatistical Menuto calculatetheStatistical
result.
(S-SUM,
S-VAR,
S-PTS,Reg).
iIntheStatisticalDataInput screen
orStatistical
Calculationscreen,
press
P5 to
displaythe
Statistical
Menu
screen.
I ,, rro* o or"" I | * trr. -tr
"""" I
| 3:Edit 4:s-suH | | 3:Edit 4:s-suH I
I 5:S-UFR 6:S-PTS I I S:S-VHR 6:S-PTS I
| ?:pist|^ | | r:oisrr a:nee I
1-variable
STAT 2-variable
STAT
trt-ltF|=-fl
tri=f
1-variable
STAT 2-variable
STAT 1-variableSTAT
"FREO
ON"
Afterturningon Data Frequency
inthe setup menu,the
"FREQ"columnwill be added intothe abovescreen.
The following
arethe maximum number of linesfor data input.
Statistic type FREQON FREQ OFF
SingleVariable
(only
x input) 40 80
2Variable
(x& y input) 26 40
. lnputexpression
and displayresultvaluesin the Statistical
Data lnput screenare in Line mode (sameas Comp mode
with Linemode status).
. After inputting
the dat6, press [=-l to storethe value into
statistical
registers
and displaythe value (max. 6 digits)inthe
cell.Youcan pressthe cursor key to move the cursor
betweeneach cell.
I Replacing the Data in a Cell
(1) Inthe StatisticalData Inputscreen, move the cursorto
the cellyou want to edit.
(2) Input
thenew
datavalue
or expression,and press[
= i.
I Deleting
a Line
(1) Inthe Statistical
Data Inputscreen,move the cursor to
the lineyou want to delete.
(2) Press
lorLl
I Insertinga Line
(1) Inthe Statistical
Data Inputscreen,move the cursorto
theline-that
will
be under
theline
beinginserted.
(2) Press
$ gleoitl
(3) Press ffl (Line)
I Deleting AIL"S"TAT
Data Input
(1) Press
-rE(Edit)
(2) PressfZl (Del-A)
EEEd d
d5@E@
tr]tEEEE
Toenterthestatisticalcalculation
type
screen
Toenterthe
statisticaldata
inputscreen
ToenterEdit
sub-menufor
editingSTAT
editorscreencontents
ToenterS-Sumsub-menu (calculating
sum)
ToenterS-Varsub-menu (calculating
variable)
ToenterS-PTSsub-menu (calculatingpoints)
ToenterDistr
sub-menu
(P(t),
O(t),
R(t))
Toenter
Reg
sub-menu(Regression
calculation)
Two-variable,
Linearregression
(y=
A+Bx)
Two-variable,
Quadratic
regression
(y=A
+Bx+Cx2)
5 (eEXP) Two-variable, E exponential regression (y=AeB")
6 (ab EXP) Two-variable,
abExponential regression(y=AB,)
Two-variable,Powerregression
(y=AxB)
Two-variable,
Inverseregression
(Y=A+B/x)

Statisticatcatcutation
resutt
int4lS_SUM,
t5lS-VAR,
t6l
S-PTS,
[8]Reg SD Type Statisticat Calculation Example:
I: f1"{:"-:x2, fx, n, x=,
xon, 1onl, minX,maxX of data: 75,
85,90,
77,79 in
SD mode(freq: OFp)
LINEMODE:SL5tI
Please use regression
to estimate
the effectiveness
(estimate
the value of y) ifthe advertisement
expensesX=SO,
atso
estimate
the advertisement
expenses level(estimate
the value
of Xl, X2)
ifthe effectiveness
isy = 50.
LINE
MODE:
S'g E
Quadratic Regression Type Statistical Galculation Exampte:
ABC Company investigated
the effectiveness
oi aOvertisement
expensesin coded units,
the following
data was obtained:
I Aftersampledata is entered
ineitherStatistic
(SD)or Regression
(REG)mode,you canperform
thenormal
OistriOLrttn
or
probability
distribution
calcutation
such
asp(t),
a(t) andR(t)in
which
t is
the
variate
ofthe
probabilistic
experlmeni.
t= I,-x x
Xon
Xon
45
x : Random
variable
: Mean
ofsample
: Standard
deviation
S-SUM 1
&2variable
STAT
Summation of all x2 value Zrz 5EE]
Summation of all x value Ig@E
2-variable
STAT only
Summation of all y2 value Zv2 5EE
Summation of all y value fv gEE
Summation
ofxy pairs fxv 5@E
Summation
ofall
x3value rx3 gEE
Summation
ofallx2y pairs Z*zy 5EE
Summation
ofall x4pairs Zxa 5EE
S.VAR 1&2
variable
STAT
Number of data samole C5EE
Mean of the x values XgEE
Population
standard
deviation
ofx Xon CSEE
Sample Standard deviation of x xoh-1 5EE
2-variable
STAT only
Mean of the y values v&ECl
Population standard deviation of yYon 5EE
Sample
standard
deviation
ofyYon- lgEE
S-PTS 1
&2
variable
STAT
Minimum
value
ofX minX &EE
Maximum value of X maxX e@E
2-variable
STAT onty
Minimum
value
of
yminY &EE
Maximum
value
ofymaxY c5@E
Reg For
non-Quad
Reg
Regression
coefficient
AA&tEE
Regression coefficient B&EE
Correlation coefficient r&EE
Estimated
value
ofxs@E
d value of y5EE
Reg For Quad
Reg only
Regression coefficient AAgEE
Regression
coefficient
BC5EE
Regression
coefficient
Ccl gEE
Estimated
value
of
x1 irl 5@@
Estimated
value
ofx2 ?21J5EE
Estimated value of y^l
Yl i3@@
l: SD Z: Lil1
3:QuEd 4!Los
?iF,Fn"
E:iH".n"
EEEEEEE
@EEtZEEtr]
@5EME
@g@EE
@5 ttEE
@gEEE
@gEEE
@gE@E
l: Str Z:
Lin
F!E:FH"
HiFHi-"
E]EEEEEE
@EEEEE]E
EO OEEEE
@EEEE@@
EEtr]E Hl
-rll.iil
@E@5E@E
@E@e5@EE
@tt@gEEE
Advertisement
expenses:
X18 35 40 21 19
Effectiveness:
y (%) 38 54 59 40 38

'l
I Press
@ Eto enterthe
equationmode;
press
Ole
fornext
/ previous
pages.
Example: Solvethe simultaneous
equationwith three
unknowns:
2x+ 4y
- 4z= 20
2x-2Y+42=8
5x-2y -22= 2O
MATHEMATICS
MODE:
g'g E
I Press
fil, l-
z ],
F--lorfi-l for
thecorresponding
calculations.
Example:
Calculate
theprobability distributionP(t)for
thesample
dala:2O,43,26,46,20,
43,whenx =26.
P(t): Probability below a
givenpointxPo=I:-+;i'#" 0,,
Q(t):Probabilitybelowa
givenpoint
x and above
the mean a( )0.5-R(t),
R(t): Probability above a
givenpoint
x
R(t)=1-P(r),
il;;;;-f <F) ll*"." =* ^ I
l3!l
uilrilgililE8il
| lJi6!p"J
l3r3il3,rE
EHH I
Simultaneous
Linear
Equations
Simultaneous
Linear
EquationswithTwo
Unknowns:
atx+b'tY=C't
a2x+ b2y
= Q2
Simultaneous
LinearEquationswith Three Unknowns:
A1X
+ blY +CtZ=d't
A2X+b2Y+CzZ=dz
a3x+b3Y+CsZ=ds
Simultaneous
Linear
Equations
withFour
Unknowns:
a1w + b1x
+ cry + d1Z= El
a2W + b2x + czy + d2Z= a2
a3w+b3x+cey+d3Z=e3
a4w + b4Xa c+Y+ daZ= A4
['l] 2 unknow EQN SimultaneousLinear Equations
with two unknowns
Simultaneous
LinearEquationswiththree unknowns
SimultaneousLinearEquationswith four unknowns
Quadratic
Equation,
degree2 equation
Cubic Equation,
degree3 equation
QuarticEquation, degree4 equation
@ E l-2](3unknowns)
EEEE@EE
te@E
E]E@E]E@E
EE@E bEd
rl q -q Eol
!l :! -l-ll ?E
LINE
MODE:
S'85 E
E]@EEEE
E@Etr]@E
E@EEEE

Quadratic, Gubic and Quart Equations
Quadraticequation:ax2
+ bx+c= 0 (asecond-order
polynomial
equation
with
a singlevariable
x)
Cubic
equation :ax3
+ bx2
+cx+ d = 0 (an
equation
withcubic
polynomial)
Quartequation :alC+
bx3+cx2+dx+
e= 0
Exampfe:
Solve
theCubic
equation
5x3
+ 2x2
- 2x+ 1=O
MATHEMATICS
MODE:
g'g E
I For
quadratic,
cubic,
orquartic
equations,
thevariable
name
starts
with
"Xr".
I Youcansolvecustomcalculation
expressions
in COMp mode.
S-imply
inputthe expression
withdifierent
variables
and press the
S B rev.
. Solvesfor
X,forexample,
whenanequation
isinput
as:
X=Y+5,X
. Solvesfor
I for
example,
when
anequation
isinput
as:
Y=X+5,Y
Example:
Acone with
height"h'
and
a circular
basewith
radius
,'r',:
I Radius
isScm,
cone
height
is20cm,
calculate
the
conevolume.
Andifthecone
volume
is200cm3,
with
radius
2cm,
calculate
the
cone
height.
LINE
MODE:
S'g E
I
! lfthe expression
does not include
the equalsign ( = ) when
Solvecalculation
is performed,
the calculator
willtransform
the solution
as zero ( 0 ).
! Solvefunction may not solve all equations.
! When the expression
cannotbe solved,[Gan't
Solve]will be
displayed.
f CALC functionis a memory zone witha maximum of 79
stepsto storea single calculation
expression
which can be
recalled
and calculated
a numberof times with different
values.
I After inputting
the calculation
expression
and pressingJcarcl,
the calculator
will request
for the current
value of your inpul
variables.
f CALC functioncan only be used in COMp mode or GpLX
mode.
findthecone
volume
usingthis
formula:
y=lncn [x={'a,c] T-
Replace
thevariable
"V"with
X,vjriable"/' I /
I b e o-r*tr
Xz= 2
1o=*o'331662479i
Xr=
"
* -0.33166247et
gds-,=tcmEE
al_l,l!( r 4phi l'f , I 4p!,. c
L__lJL_l r-r E) f l Lr- t c_l r
fF] I= llraoius
isB=scm)
E @ f= l(heisht
is
c=2cm)
| = f (Calculate
withnewvariabtes) X=(1J3)EB2C
X= 523.5987756
L-R= 0
with
"B",andvariable"h"
with"C".
Example:
For
theequation
Y = 5x2
-2x +1
,calculate
thevalue
of
y if
x=
5orx = 7.
LINE
MODE:
S'g E
! Thelrul storedexpression
willbe clearedwhenyoustarta new
calculation,
changeintoanother
mode,or turnoffthe calculator.
Press
luul [-il to enterCOMPmode.
Toperform
a differential
calculation,
you haveto input
the
expression
intheformof:
g *gdifferential expressionE: " baxfrl
. Thedifferential
expression
mustcontain
thevariable
x.
. 'a" isthe difierential
coefficient.
. "Ax" isthe changeinterval
ofx (calcutation precision).
Example:
Todetermine
the
derivative
atpoint
x = 10,
ax = 10-8,
for
thefunction
f(x)= si6(tx + tg).
LINE
MODE:
5'g E
I
I
lrc*Jm (coMPMoDE)
g d g E=filgi@
Etlg iEtn
gg@trlEg d
EE@D H trE
@@EEE

! Youcanleave out
theax inthedifferentialexpression
and
the
calculator
willautomaticallysubstitute
avaluefor
ax
! Thesmallertheentered
value
ax is,thelonger
thecalculationtime
willbewithmoreaccurate
results,thelargertheenteredvalue
ax is,theshorter
thecalculationtime
willbewithcomparatively
lessaccurate
results.
! Discontinuous
points
and
extremechanges
inthevalueofx can
causeinaccurate
resultsorerrors.
! When
performing
differentialcalculations
withtrigonometric
functions,select
radian
(Rad)
astheangleunit
setting.
! Log"b,
i-Rand,Rec
(andPol (functionscannot
join
todifferential
calculations.
1 PpsssF*lTilto enterCOMP
mode.
I To
perform
anintegrationcalculation
youarerequiredto inputthe
followingelements:
lf'rl integrationexpressionF-r abub nl-t-l
. Theintegrationexpressionhas
thevariablex.
. "a"and"b"definestheintegrationrangeofthedefinite
integral.
. "n"isthenumberof partitions
(equivalent
toN= 2n).
I Theintegrationcalculation isbasedonSimpson's
rule.
./011";0",
tor
Asthenumberofsignificantdigits
isincreased,internalintegration
calculationsmaytakeconsiderable
timetocomplete.Forsome
cases,evenafterconsiderable
timeisspent
performing
a
calculation,thecalculation
resultsmaybeerroneous.Particularly
when
significant
digitsare
lessthan1,an ERRORmightoccur.
Example:Performtheintegrationcalculation
for,withn =4.
Iu tu* + txz + !1 + 'l
)dx
LINE
MODE:
S'g E
When
performing
integrationcalculationswithtrigonometric
functions,selectradian
(Rad)
astheangleunitsetting.
Log"b,i-Rand,Rec
(andPol (functionscannot
join
tointegration
calculations.
I Beforestarting
matrix
calculations,
youhavetocreate
onematrix
ora maximumoffourmatricesnamed
A.B.CandDatonetime.
Thematrixdimensioncanbeuo
to4x4.
I Themahixcalculation
resultsarestoredinto
theMatAnsmemory
automatically.
Youcanusethematrix
MatAnsmemoryforany
subseouentmatrixcalculations.
Creating a Matrix
I Press
@ |-7} to enterMatrixmode.
Press
[cA]P5 tou"" tn" l,anfxuppti."tion;
press
O tO tor
next/ previouspages.
Editing MatrixData
- ADo. -
r Press
t!4J Cf I 2 | (Data),
thenspecifythematrixA, B,C or D
foreditingandthecorresponding
matrix
element
indicatorwillbe
displayed.
I Inputthenewvalue
and
press
I= |
toconfirmtheedit.
I Press
lcn lto exit
thematrixeditingscreen.
I Matrix Addition, Subtraction and Multiplication
[123] |.e871
Exampfe:MatA=14 5 6 I,MatB=l
6 5 4 I,MatAxMatB=?
[zegJ lszt)
LINEMODE:
5'Eg E
! Matrices
which
will
be
added,subtracted,
ormultiplied
must
bethe
same
size.
Anerror
occurs
ifyou try
toadd,
subtract,
ormultiply
matrices
whosedimensions
aredifferent
fromeachother.
For
example,
youcannotaddorsubtract
a 2x 3toorfrom
a2x2
matrix.
tr*tr, =t"*il I) tr'."." *t"" I
|3: MEtF 4: HEtB | ..^^^,^, I 3: Ide 4: Fdi I
l5:lyt8tc 6!t4tsto | '':":r.s7r I 5: Inu I
Iz:natnns I orlqrlKev
@EEOE HEtFI:3)tB
EEEEEEE
EEEEEEE
TTEEE
@5rrE e aHAtE:3)tB
EEEEEE@
EEEEEEE
EEEE
HEtFNS: =X3
j-iT tq tEl
I Eq E9 5rtl
t |]E |rq gul
30
Specify the Matrix Name A to D, and specify the
dimension (up to 4 x 4)
Specifythe matrixA-Dfor editingand corresponding
matrix
element
SelectmatrixA to D
CalculationAnswerof Matrix& Store
intoMatAns
Determinatefunctionof Matrix
A-D
Transooseddatain MatrixA-D
I Press
lcn]toexit
thematrix
creatingscreen
EEgJEE iT
EEgdEEE
gJBEgbf2]
sbE5trEDE
fGx^(4)+3X2+2x>
54

r Obtainthe Scalarproduct of a Matrix
Each
position
in
the
matrix
is
multiplied
by
a
single
value,
resutting
in
amatrix
ofthe
same
size.
Exampfe:
Muttipte
Matrix
c I z -z) .. I o -+
I
'
=
f_, s
)bv
z .nesutt:
l_zroj'
LINE
MODE:
5'g E
r Obtain the Determinant of a Matrix [10 _5 3 I
Example: Obtain
the
determinant
of Matrix
C= | _4 g 2 |
<Result:-471> lf 7 _g)
LINE
MODE:
S'tr E
r Adjoint of Matrix
Exampte:AjointMatrixAf2
3l (E
t; ;l <Resurt:
li ;l
'
LINE
MODE:
S'tr E
I Transpose a Matrix
Example:
I Inverta Matrix Ia
Example: Inverting
MatrixC = | 3
<Resutt:
foruzasn+z
l-0.o71428571
LINE
MODE:
&'85 E
zl
6.J
-0.04761e047.l>
o.19047619
)
r ldentity of Matrix
Exampte:
tdentityof
Matr-r [; l.l
LINE MODE: c5'g E
LINEMODE:ggE
@&EEEE
EEEEEEE
EEEEE
@5EEEOE
EE@EE@
EEEE
@gEEEE "ffi'=";=o*l
@gEEl O
O
rr
HEtH: Elte
r i-t
".#iF'=*=Tl
@5EEOE HEtH: ts)t3
frriOE@EEtI
E@@EEEE
EErEtrtE@E
Det ( HatA )
@gEEEOE
HEIC: E}TE
I !rE]
'.ffiffir

r Determine the Absolute Value of a Matrix
Example:Todeterminetheabsolutevalue
oftheinvertedMatrixC in
theprevious example.
LINEMODE:
S'ff tU
...
I Beforestartingvectorcalculations,
you haveto createone or
morevectors
namedA, B,C andD(maximum threevectorsat
onetime).
I Thevectorcalculationresultsare storedintoVctAnsmemory
automatically.
You
canuse
thevectorVctAnsmemoryfor
any
subsequentvectorcalculations.
Greating a Vector
I PressFwl l-AI to enterVectormode.
I Press
@ 5to u." tn" vectortool;
@@ Abs (l
B
Ofz)fDE HatFnS: ?Xa
If'illf.l? o.oqlEl
L!.[1tq 0,r9[ql 1,?
Specify the Vector Name A to D, and specify the
dimension (up to 3D)
SpecifytheVectorA-Dforeditingandcorresponding
matrixelements
SelectVectorAto D
Calculation Answer of Vector stored into VctAns
Input the'L" command for obtaining the dot product
of a vector outside VCTR MODE Apps
I Press
lcA
I
toexitthematrixcreating
screen
58
Editing Vector Elements
I Press
@ f5 fz] loata;,
thenspecifythematrixA, B, Cor Dfor
editing,andthecorrespondingvectorelementindicatorwill
be
displayed.
I Inputthenewvalue
andpress
f=l to confirmtheedit.
I Press
lcl I toexitthevectoreditingscreen.
I Vector Addition and Subtraction
Example:VectorA= (9,5), Vector
g = (7,3),
VectorA-Vector B =?
LINEMODE:
S'g E
! An erroroccursifyoutry to add or subtractvectorswhose
dimensionsaredifferentfromeachother.For
examole
Vector
A
(a,b,c)
cannotaddorsubtracttoorfrom VectorB(d,e).
r Obtain the Scalar Product of a Vector
Each
position
in
thevectorismultiplied
bya singlevalue,resultingin
avectorofthesamesize.
s x VctA(a,b)
=VctB(axs,bxs)
Example:ToMultiplyVector
C= (4,5,-6) by5
LINEMoDE:
s ?Ti
fZl
r Galculate the Inner Product of Two Vectors
Example:
Calculatetheinner
product
of
Vector
AandVectorB.As
VectorA
= (4,5,-6)
andVectorB= (-7,8,9).
LINE
MODE:
H'g E
@5Etiltl
EEEE@@E
@iSttEEE
@EEE UctR: E
IIT OI
s
EEEE UEtF:2
t E-t
5
@5tI]EE UotB; E
IIT UI
E
EEEE U(iTB: E
I 1-l
3
@EEE UctA-l E
gEE U6tFn5:2
tr rl
I
@c5Emm
EEEE@EE
@5EEE
@EEEEEE UctB:3
I -1 E-I