Canon F-73 User manual

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PUB.IE03-099T
0785830
©CANON
INC. 1983
PRINTED
IN
JAPAN
Canon
I SCIENTIFIC CALCULATOR
INSTRUCTIONS

I.
2.
4.
2
5
5
Func·L~ons
...................
.
'''
0
''
0
'''
0
"''
00000
00oo0o000
30
U1e
..
0
•••
0 0 0 0 0
0.
0 0 0 0
0.
Oo
••••••••
Oo
0 0 0 0
••
0
0.
0
••o••••.
0
3'1

II.
Decimal
Calcu
Calculations,
ancl
Function
Calculations
..........................
.
Decimal
Calculations~
...............
.
1-·1
Calculation Procedures
.......
32
••
0
•••••••••••••••••
32
2. Hexadecin1aUOctaJ CaJcu!ations
......
36
2-1 Hexadecimal Calculations
.....
36
2-2
Octal Calculations
............
37
2-3
....................
37
3.
Conv~3rsions
.
.......................
.
3-'1
Conversion Coefficients
......
.
3-2
....................
38
4.
Function Calculations
...............
.
4-
·1
Basic
39
4-2
............
43
~n.
Sta.tisticaU
CaJculations
..................
45
4
1.
One-Variable Statistical Calculations
..
46
1-i
46
"1-2
47
·1-3
of
Variables
........
<1-7
1-4
········
...........
48
2.
Two-Variable Statistical Calculations
..
2-i
2-2
of
Variables
............
.
of
Statistics
............
50
2-3
Correction ofVariables
........
50
3.
Statistical
...............
53
5

1•1
IPow\!llr
Swit(:a1
and
C~ear
Key!:!
~::
IPow~w
Swill:ch: When the power swach is
tumed
an
of the data in the caJcu!a!or is
c!eared. So
=~;:~."~"'/~~~~-~~-~-~s-~~
6
tum the
~
When the
the
contents
o·l
the
memory
and thestorage memories are retained.
~
Oi"'!/Cirear Clear the contents
of
the
except for the inrlc:>n'"'"n"''m
memory
and
the
storage memories, and
rese~s
the error lock
on
7 minutes,
Clears the contents of the
rP.«]IC'J:lfRr and the
the error jock. memory and resets
lEX.
~ruv®n~€01
oi!eact1
a second time resets
~
C5J~C~Jiarocio~~
U-le
cal-
cu~ation
mode.
the(JJ~~
after this sets the calcula1ion mode as
on
t11e
next
page.
7

Mode
~(JJ
Decimal Calculation
Mode
~~
Hexadecimal Calculation
Mode
~~
Octal Calculation Mode
~rm
One-Variable Statistical
Calculation Mode
~~
Two-Variable Statieiical
Calculation Mode
~
the
this is
w
~
..............
Floating Mode
v
~
..............
Sr.i•~nHifir.
8
HEX
OCT
SD
SD
Mode
and
·1
o-
99
;a;;ixl < 0
100
Mode
............
x=O
and 1
Q-
99
;a;;IXI
<i
QlOO
of3
Mantissa: Less than 1
000
mode the calculation results
are as ·follows:
"j
QlO;a;;lxl <1
QlOO
..........
.
& Decimai
Point
Se!ecocior~
the number
of
decimal
of
the decimal calculation resuHs.
the
IQl
~IZ)or
G after this
9

the number clecimal as e The of units is:
2QQGRAD
=
·1
80o=
11
RAD
follows:
~~LQ)
......
0
decimal
digits
~J'l\[]J
......
1 clecimal
digit
I~
f'ill
1-fi
7 ' . I
d"
..
DIT©lL.J
......
oee~ma
IQI£S
~~8
......Resets
the
decimal
specification
10
Operalion j
~~~
1
8oo1§
functions
Display Explanation
0.000
3 digitsdecimal
123456.789
123457.
Odigi!decimal
·123t~56.7890"
2
5
di~Jtts
decimal
unit rotates each time this
as follows.
.....
Degree Mode (DEG is
......
Radian
(R,<\D
is
displayed)
(GRAD is
Enter numbers.
Enters a decimal
Value Operation
Display
0:123
[]J~c:J~
c:J[]J~~
i 2.3
0.1
can be entered.
Only
the
are registered and
excess
Used to enter exponents.
Vallie I Operation
3.456
X 10
43
~CJQIJ~(§]~(!IJ~
•j
><
"I
093 I 1
.98
maximum
of
can
be entered for the
expo-
nent
When a exceeding 2 digits isentered,
only
tile
last
2 digits are registeredo
the the
Value Opere.tion
-
01
rn~~l9
~3.56
·1
0-
12
~c:J~~~(]J~(9
1i

Clears
an
incorrect
entry so that the correct
number
can be
en-
tered.
Calculation I Operation
123X456=
123[KJ
456(incorreci
entry)
l9l
456§
l±JGCKIG:J§Basic
FUJ!fictioi11
arithmetic calculation.
to each operation.
I Display
123.
I
459.
0.
\56088
& Percerilt Used
lor
""''e'"'"'"·l,::,
and in-
crease ratio calculations.
COOJ
Close Parenthesis Keys: These two
are used
in
pairs. The
Parenthesis
CO
must be depressed
prior to the Close Parenthesis Key
OJ
.
When the Close Parenthesis Key is de-
pressed, the calculation is performed.
~
Reverse Reverses the operand and
the operator
in
multiplication and division
sequences.
Expression Operation Display
12300456ffi
56088.
789 789
789.
123
X
456
11!11
AV
56088.
=
0.
01406718
0@9
§ 0.01406718
1-5
Memory
This calculator has one independent memory
and six storage memories.
~Memory
Pius Key: Adds the displayed
value to the contents of the independent
memory.
1!JIR:ea~d
Memory
Key: Reads the contents of
the independent memory and recalls them
on the display.
13

memory. The cur-
Operation Display
14
123
~
456~
!W
RM
DC'EJ
123.
123.
456.
579.
789
~
789.
369
369.
~~
789.
~
0.
~
0.
0
123
579
579
789
789
369
369
0
Stores
123
Adds456
Read
from
memory
Stores
789
Display~
Memory
Clears
dis-
play
Clears
memory
Stores the value
in
<>u"""'"'
memories. The number of the
storage memory must
be
immedi-
after this
~
Recall Recans the contents
of the storage memory.
The storage memory number must
be
fied afterdepressingthis
~
IDisp~ary
/Stor<l!ge
Stores the value
in
the
memory and displays the contents
of
the
specified
storage memory or vice versa.
The number of the memory must
be
specified after depressing this
Examples
the
Storage Memories
Operation Display Contents ofthe Explanation
Storage
Memory
3
123
123. 0
~~
123.
123
Stores
123
in Storage
Memory3
200
2.
123
~~
123.
123
Read from
Storage
Memory3
§
246.
123
~~
246.
246
Stores
246
in Storage
Memory3
456
456.
246
~~~
246.
456
DisplaY"""'
Storage
Memory
15

1-6
Hexadecima~!/Octal
Number
(Q}----~Jb~~Jb~db
Hexadecimal
EX. Value
AB7C
Number
Operation Display
(HEX)
Ab7c
CQJ~lZJ
Octal
Number
Entry Keys
• The
~
and
~
keys are ignored in the OCT mode.
For the details
oi
function calculations, refer to
li-4
Function Calculations.
~Hyperbolic
(iii~
Sine Key
~
Arc
Sine Ke}l
~Cosine
Key
(Jijj}Tangent
CfiiJ
Natural
logarnthm
Key
~Exponential
Function Key
0Square
Mf)
Reciprocal
!Key
E)Sexagesimai-
16
Decimai
Couwersion
~Arc
Cosine Key
~Arc
Tangent
Key
~Common
logarithm
Key
a;
common
Exponential
~Square
Root Key
~Cubic
Root Key
~Decimai-
Sexagecimai
Con'\lersiort~
~Rectangular-
Polar Coon:linates
Cmlversion
@jRaising
to
Power
Key
~Pi
Key
1-8
Conversion Keys
~Polar-.
Rectangular
Coordinates
Conversion
~
Muitip!e Root
EJ
§Conversion
Key: Indicates the direction
of
the conversion, either metric
to
nonmetric
or vice versa. Use the
EJ
key when con-
verting
nonmetric values to metric values.
Use
the
~
c§
when
converting
metric
values to nonmetric values. Enter the value
to be converted, depress one of these keys,
and then one ofthe conversion unit keys.
EX. Value Operation Display
251b-?kg
2s
EJW
11
.33980925
Q6
Pounds
to/from
Kilograms
minches
to/from
Centimeters
C:D
U.S Gallons
to/from
liters
Key
~Fahrenheit
to/from
Centigrade Key
17

~
Varialb~~
5ltt!itlstica!
'-'"'"'...,""'"'"'
a
CD
&
Gmdi®n~
(lb)
dJ
Cor~e!atio111
Coefficl~nt
(r)
cfu
x 6 if Key
&
yKey
&
ra
Key
18
x -
CDX
f£2
:Ex
2
tf:.,2J:.y2
ffi
xcrn Key
Error Sign
Mantissa ExponentMinus Sign
Minus Sign
SCi;
[];
M;
Mantissa Exponent
Status Indicator
inverse
Hexadecimal Mode
Octal Mode
Radian Mode
Gradient Mode
Statistic Mode
Caiculation
in
Parentheses
Memory
in
Use
19

Modes
~
!Decimal Hexadecima
I Octal One- Two-
Variable Variable
Statistical Statistical
n
(DEC)
(HEX) (OCT)
(SO)
(LR)
General Basiccalculation 61evels 61evels 61evels 61evels 31evels
Calcula-
tion
+,-,X,+
0 0 0 0 0
Calc. incl. Parentheses
(,)
0 0 0 0 0
ConstantCalculation 0 0 0 0 0
Percentage Calculation % 0 X X I 0 0
Memory IndependentMemory
Calcula- M
,RM,SM,x-M
0 0 0 0 0
lion
Storage Memory
STO, RCL, X
~·S
0 0 0 X X
Function One-variable
Calcula- function calc. 0 X X 0 0
tion
Two-variablefunction
R-P,R-P
0 X X X X
ax,xr
0 X X 0 0
Conver- in<=cm, lb;=kg
sion
gai;=Q ,°F<=°C 0 X X 0 0
Statis- One-variable X X X 0 0
tical Two-variable X X X X 0
Calcula- Regression Calc. X X X X 0
tion
Entry
0-7
0 0 0 0 0
8,9
I 0 0 X 0 0
A-F
X 0 X X X
0.
rmJ
Key 0 X X 0 0
IB Key 0 0 0 0 0
El Key 0 0 0 0 0
Clear
E9J
,@I
Key 0 0 0 0 0
Display
F.S.E
0 X X 0 0
Change FIX 0 X X 0 0
20
21

2-2
Changing Modes
The mode can be changed any time except
when the calculator is
OFF
or
locked because of
an
error. When the mode is changed, the value
is changed, the value is displayed, and the cal-
culation procedure changes as shown in the fol-
lowing table.
I~
DEC
HEX
OCT
SDorLR
r
DEC
~.
Displayed Displayed Displayed
Value: Value:
Value:
Converted Converted Retained
Calc. Proce- Calc.
Proce-
Calc.
Proce-
dure: dure: dure:
Retained Retained Cleared
HEX Displayed
~
Displayed Displayed
Value: Value: Value:
Converted Converted Converted
Calc. Proce- Calc. Proce- Calc. Proce-
dure: dure:
dure:
Retained Retained
Cleared
OCT Displayed Displayed G Displayed
Value:
Value: Value:
Converted Converted Converted
Calc. Proce- Calc. Proce- Calc. Proce-
dure:
dure: dure:
Retained Retained Cleared
so
Displayed Displayed Displayed
~
or Value: Value:
Value:
LR
Retained Converted Converted
to decimal to decimal
Calc. Proce- Calc. Proce- Calc. Proce-
dure: dure: dure:
Cleared Cleared Cleared
in addition, when the mode is changed during
calculation:
~
Display mode, decimal point specification,
and angle unitspecification are retained.
@ The memory contents are retained.
• The mode change is carried
out
even if an error is
made when changing the mode.
22
3, Calculation Procedure
The calculation procedure priority is automati-
cally determined by the calculator. This means
that algebraic expressions can be entered
just
as they are written. The calculation priority is as
follows:
EX.
High I
Priority I
. One-variablefunction
. Calculation in
()
.ax,v
oX,+
·+,~
G)
gj
Calculation
Order
5U+42
x 7 +
3LXOL.sr;r=
®_j
~
J
Mode:
DEG
Operation
5G]
4~
00
7(±)
300
LQJ
Display
5.)
16.)
············G)
0.3125)
············~
2.1875)
············@
3.)
.5~
0.5)
60iii)
0.5)
············@
§ (4. 308820344)
...........
·Ql
23

3-2
levels
~
During actual calculation, numbers and calcula-
tion instructions not being processed which are
a low priority, are stored
in
the
stac!<
memory
..
This stack memory can store up to 6 levels of
calculations.
EX.
1 +2 X (SIN
30°
+6) =
~I
y
level I
II
Ill
* Processing
calculations
consisting
of
more than 6
levels causes an error.
24
Calculation Range
4-1 Decimal
Numbers
A maximum
of
10
digits
in
the
mantissa, or 8
digits in the mantissa with 2 digits in the
expo~
nent,
can
be
entered
or displayed. A negative
value is indicated by adding a minus
(-)
sign.
The calculation range is defined as follows:
+1x 1
o1oo
i"
Outof Range
-~~,~9~.9~9~99~9~9~99~9~X~1~0~
99
o---~l--~
Positive Value I
+1 x 1
o-
99
---------~
0 Calculation
Negative
Value
-1X10-
99
-9.
999999999
X1099
Range
-1
0x
10
100 • Out of Range
• If the result ofa calculation is out of the above range,
an error occurs.
• For the calculation range during function calculation,
refer to
4-4,
Range and Accuracy ofFunctions.
25

4-2
Hexadecimal
Numbers
A maximum of
10
hexadecimal digits can be en-
tered -and displayed. Negative hexadecimal
values are expressed by their two's
compliment
The calculation range is defined as follows:
8000000000
7FFFFFFFFF
I
Positive Value 1
------0
FFFFFFFFFF
NegativeValue
8000000001
8000000000
t
OutofRange
Calculation
Range
-i
Out
of Range
* If the result of a calculation is out of the above range
an
error occurs.
® The hexadecimal numbers A to
Fare
displayed as
follows:
A B C D E F
t L 1 L 1 1
re
s r r
n b c n
c.
r
26
4-3
Octal Numbers
A maximum
of
10
octal
can be entered
and
displayed.
octal
values
are ex-
, pressed
by
their two's
compliment
The calcula-
tion range is defined as follows:
The calculation range is defined as follows:
*----------,----4,::0""00"-'0""0-=cOOo,-=0,:;-0_0ut
o·l
Range
377777777~0
l
Positive Value
Negative Value
Calculation
7777777777
Range
4000000001
4000000000
Out
of
Range
~
" If the result of a calculation is out of the above range
an
erroroccurs.
27

~
4-4
Range and Accuracy
of
Functions
Functions
Calculation
Range
Accuracy
e'
-221.
9559242,;
x,;130
.1585091
11
o
digits±
1
Functions Calculation Range
Accuracy
DEG
0,
4.5x10-
97
~1
xI~
10digits±
o
4. 499999999 X109
10x -9. 9
,;;
X ,;;99 .
99999999
10digits±
1
sinX
RAD
0,
7.853981634X10-
99
~1
X I
o~
I
xI
<]l",
10digits±5
J
::;:;.:7853981633
;r:::;;:[x
I<2Jr,9digits±1
GRAD
I
o.
5x10-
97 ;;:;;[x[;;;,;
4.
898999999 X 109 10digits ± o
'1
DEG
o,;
1x 1,;4.soooooosgx 1o'
10digits
± 1 J
1/X
1x 1
o-
99
~
1x 1
~
1x
10
99
10digits±
0
xz
0,1
xW"~
lXI
~9.999999999XIO"
10digits±
o
.(X
0,;; X
,;9.
999999999
X
10
99
10digits
± o
cosx
RAD
o,;l
x 1,;?8539817.9
o;;;,;
1x 1<
;r.
10digits±s
](;;;,;I
X I
<2;r,
gdigitS±1
n!
o,;n,;69
integer
1o
digits!±
1
GRAD
0,;; IX I
,;5'
000000089
X 10' ·JOdigits ± 1
aQ'"--+x
o,;
1x 1,;9.999999999x1o' 1o
digits!±
1
DEG
Same
as
sinx
10dlgits±
1
(Except
IXI
=90'+
180X
n) :r;t-a"'" 0,2.777777779X10
,,.I
X I
10digits
± 1
,;;
9.
999999999
X109
tanx
RAD
Same as
sinx
o;;;,;
1
xI<
Jr,
10digits±5
(Except
I
xI
=90'+1SOxn)
;r:::;;:
I X
l<2rr,
9digitS±1
d'·
O<a
9digits±
1
-127.
9559141
~X·
lna~130
.1585092
GRAD
Same as sinx
10digits
± 1
(Except[
x 1
=90"+18Qxn)
x;a
O<a
9digits
± 1
-117.9559141"(1na)/X"130.25S591
DEG
0, 1 .570796327 x 1
o-
99
;;;,;
1x 1
;;;,;
1
10digits±
1
R~P
0.1
x1o-w~x
2
tY
2
~9.999999999X10
99
y ;
10digits±
o
sin-1x
RAD
o,;
1x 1
,.,
10digitS±
1
(x.Y~re)
(
y/x
must
be
in
the)
e;
10digits±1
range
of
s1n
x
P~R
o,;;y
xis
accurate
as sin x
GRAD
0,
1.570796327X10-99 ;;;,;[ X I
:§i;1
10digits±
1
(re~x.Y)
( 8 must
be
i_n
the)
range
of
s1nx
DEG
o,;1x
1,;1
10digits±
1 sinhX
o,;
1x 1,;130.2585092
10digits±
o
cos-1x
RAD
o,;
1
xI,.,
10digits±
1
coshx
o,;; 1x 1
,;zso.
2585092
10
digits±
1
GRAD
o,;
1x 1,;1
10digits±
1 '
DEG
0, 1 .570796327 x 1
o-
99
10digits±
1 r
~I
X I::;:9.999999999 X1099
tanhX
o,;l
x 1
,;9.
999999999
x 1
o"
0.01<IX
I<O.I
is
10digits
±4.
others
are10digits
±1
tan-
1x
RAD
0,
1.570796327X10-ss~l
X I
10digits±
1 1
::;:
9. 999999999 X 1
oss
0,
1.570796327X10
gs~l
X I
GRAD
~9.
999999999 X
"10
99
IOdigits±
1
lnx
O<X
10digits±
1
sinh-1X 0,;; IX I
,.4.
999999999
X IO"
10digits
± 1
I.OOOII<x
IQdigitS±I
cosh-
1X
o,;l
x 1
,;4
.999999999 x 1
o"
10000011<x~IQOOII
9digitS±I
I.OOOOOOOII<x>l
0000011
i1<';"::1
1.000000001<x~1.0000000117d.g,ts±1
IOQX
O<X
10digits±
1
tanh-
1X
o,;l
x 1
,;9.
999999999
x 1
o-
1
10
digits
± o
3;-x
0~
IX I
~9.
999999999X
10
99
0~1
X
1<1
X10
30
,10digitS±1
1X10w<lx
I::::9.WW9999X10w
• The accuracy in the
RAD
mode increases close to
28
the zero and divergence points. 29

5,
Batteries
Two
silver
oxide batteries ( Type:G13
):
About
4,000
hours
of
Two
alkaline
batteries
(
Type:A76
or
About
·1
hoursof
When the both batteries at
the same time.
batteriesoutofchildrens' reach. If batter-
Errors
An
error occurs, "E 0." is displayed, and
the calculator locks in the following cases:
. When the calculation result or the memory
contents exceed the calculation range.
2. When a + 0 is performed.
3.
When the value entered
in
function or statisti-
cal calculations exceeds the input limitation.
4. When the number of calculation nesting
levels exceeds6.
iesare contact adoctor immediately. Use the
~
key to reset the error lockstate.
30
31

"
II. Decimal Calculations,
Hexadecimal/Octal
Calculations, Conversions and
Function Calculations
~
1. Decimal Calculations
1-1 Calculation Procedure
1. Depress the
~
and
(JJ
keys to specify the
DEC
mode.
2.
Select the display mode by depressing the
rn
key.
3. Specify the decimal point position by de-
pressing
the~,
Jl\,
and 8
((QJOJ
-l.Zl)
keys.
4.
Depress the keys corresponding to the
calculation.
1-2
Examples
Calculation Mode
Display Mode
Decimal Point
Specification
32
:Decimal Mode
(DEC)
~OJ
:Floating
:Reset~~8
Expressions Operation
MixedCalculation
(3+5)
X7=56
CIJ3(±J5QJ007§
(
56
)
-6X973+2=-16
6G:B009G:)3(±J2§
(
-16.)
RepealCalculation
4+4+4+4=16
10-2-2-2=4
Calculationwith Parentheses
((4-3.6+5)X0
8-
6)X4.2=-7.056
Exponential Calculation
(321
X1Q-
14
)X(65X
10
28
) =
2.
0865
X10
18
ConstantAddition
2+3=5
4+3=7
ConstantSubtraction
1-2=-1
2-2=0
ConstantMultiplication
3X2=6
4X2=8
Constant
Division
673=2
973=3
CIJCIJ4G3.
s(±J5ITJ
008BG6[IJ004.
2§
16)
4.)
(-
7. 056)
321
~14~0065~28§
(2
0865
18)
2(±)3§
5.)
4 § 7 )
182§
(
-1
)
2 § ( 0 )
3002§
6.)
4 § 8 )
6ffi3§
2 )
9 § 3 )
33

In
constantaddition, the addend . .
in
constant subtraction, thesubtrahend
IS
autol!l~tijca~
!n constant multiplication, the multip!iew
ly
spec1f1ed
as
..
}
in constantdivision, the divisor the constant.
Percentage Calculation
17%ol200
200
X
17
100
34
Percentage Calculation
456
isx
%ol789
2000017~0
456
X100 = 456G]789)!!!!,,:;..,
789
'-----'
'-=-'
(
34.)
57.7946768196 (57 79467681)
IncreaseRatio
lithe
seles
amou
ntlor
one
monthwas
120
million
and the nextmonth
increased
to
150
million,
whatwas
the
percentage
of
increasefrom
one
month
to
the
next?
Increase
150-120
X1
00
150r=1120 l!l'll %
Ratio
120
CJ
0 0
=2596
34
(
25.)
constantPercentage
Cs!culation
1200
X
1296
=
144
1500
X1296 =
180
1700
X1296 =
204
m= 77. 5075987896
~=66
2613981896
987
.
1200(KJ12~
0
1500
~0
1700
IIIII
%
00
765(B887~0
654
1!!11
%
00
(144 )
(180 )
(204 )
(77.50759878)
(66.26139818)
543
=55
0151975796
543
987
.
1!!11
%
00
Calculation Using the
IndependentMemory (I)
20
X
30=
600
40X50=
2000
15
X
20
= 300
2900
-
)125X40=
-5000
-2100
Calculation Using the
IndependentMemory (II)
(Composition Ratio
Calculation)
Composition Ratio(%)
A 125 ( 25)
B
185
( 37)
c 190 ( 38)
(500) ( 100)
(55. 01519757)
200030§~
600.)
400050§~
2000.)
150020§~
(
300.)
IIIV
RM
0
@J
( 2900.)
125(Ki40§~M±J
(
-5000
)
IIIII
RM
(
-2100
)
O@J
125~185~190§~
(
500)
125G]~~~0~
(
25.)
185~0M±l
(
37
)
190~
0Mi}
38
)
~~
100
35

2. Hexadecimal/Octal
Calculations
Basic calculations, calculations with paren-
theses, constant calculations, and calculations
using the independent memory are performed
with the same operation as that for decimal cal-
culation. Percentage calculation cannot
be
per-
formed in the hexadecimal/octal modes. The
decimal portion of the calculation result is
rounded off
in
the hexadecima!loctal mode.
2-1 Hexadecimal Calculations
Calculation Mode: Hexadecimal
(HEX)~~
Expression
Addition and Subtraction
AAA+
BB+
C=
871
DEF-EFE=
FFFFFFFEF1
Mulliplicaiionand Division
FEOCXA9=
A83F3C
CA117DF""'E7
MixedCalculation
Operation (Display)
A
AA(±JB
B(±JC§
(
b71
DEFE)EFE§
(
FFFFFFFtcF1.)
FEDC00A9§
(A83F3C )
CA11G]D
F§
(E
7.)
(AB+C)x07F""'9E
II)AB(±JC[D00DG]F§
(9E
)
36
Calculation Mode: Octal !OCT)
~~
Expression I Operation(Result)
Addition and Subtraction
654
+
321
=
1175
654(±)321 § (1175 )
741-357=362
741E)357§
(
362
)
Multiplicationand Division
56
X
23
=
1552
560023§
(1552)
621712=50
621812§
(
50
)
MixedCalculation
52+
63
X
14
=
1216
52(±)630014§
(1216 )
2-3
Hexadecimai/Octai
Mixed
Calculations
Expression Operation(Result)
789Jo
+ ABC16-
456s
~(IJ789(±J~~P.BCE)
=
6243s
~~456§ ( 6243.)
=
323510
~rn
c
3235
)
=CA3,6
~~
(
cA3.)
In the example above, 16 Indicates the hexadecimal
number, 10 indicates the decimal number, and 8 indi-
cates the octal number.
37

the
_,
I -
lb<=>l\g
X
4.5359237
X 10-1 I
+4.5359237
x 1
o-'
in~m
:
3.937007874
><
1
o-'1
><3.937007874 x ·1o-'
gal-"~
X3.785411784
I
+3.
78541
"1784
Of;=OC
OF-32
~-l.sx·loc-:-32
---=J:8
3-2
Calculation Mode: Decimal
4
inches~
·1
0.16cm
4BT:TI
(10.16)
45.6kg
-·1
00.5307916
lb
45.6~d;BQ'J
(·I
00.53079.16)
567gallons~2146.328482£
5s7Brn
(2146.328482)
·;
8.5°C
-•
65.3°F
18.5~§~
(65.3)
38
Expression
Trigonometric
Functions
sin53' = 0.
7986355'1
1.631851687
0.866025403
1nverse
Trigonometric
Functions
cos-
1
0.8=
36.86989765'
HyperbolicFunctions
cosh34=
2.9173087X1014
tanh1
.23 =
0.842579325
Inverse Hyperbolic Functions
sinh-
I 1 .5 x 1
o2s
=
58. 66323961
Logarithmic Functions
log123 = 2. 089905111
ln123 = 4.812184355
! Angle Specification Operation (Result)
(DEG)531ii)
( 0 79863551)
(GRAD)6511iiJ ( 1 631851687)
(RAD)~~GEJ3§li!jj]
( 0.866025403)
(DEG)
08~~
34~ii)
11
23~(iil
(
36
86889765)
(2
9173087 14)
( 0 842579325)
5~25~~1iil
123~~
12:{l!D
(
58
66323961)
(2.089905111)
(4 812184355)
--------------------
39
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