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GB
10 - {2+7 x (3+6)} =
(2 x 3+4) ÷ 5 =
(5x6+6x8) ÷ (15x4+12x3) =
(1.2 x 10
19
) {(2.5x10
20
) x 3
÷ 100} =
6 ÷ (4x5) =
2.1.3 Memory calculations
The contents of memories are not erased when power is off. They are cleared by pressing
followed by
SHIFT
Example
9.874 x 7 =
9.874 x 12 =
9.874 x 26 =
9.874 x 29 =
23 + 9 =
53 -6 =
ALPHA
45 x 2 =
ALPHA
99 ÷ 3 =
ALPHA
12x(2.3+3.4)-5 =
30x(2.3+3.4+4.5)
-15x4.5 =
x
30
2.1.4 Specifying the number of decimal places, the number of significant digits and the exponent display
To specify the number of decimal places, press
G
number of places (0-9) and then
To specify the number of significant digits, press
G
number of significant digits (0-9 to set from 1 to 10 digits) and then
Press the
G
number being displayed to change in multiples of 3.
- 20 -
10
2
7
-
+
x
(
(
3
+
6
)
EXE
2
3
4
(
x
+
)
÷
5
EXE
(
5
x
6
+
6
x
8
÷
15
4
)
(
x
+
12
3
x
)
EXE
1.2
19
-
2.5
EXP
(
EXP
÷
20
3
100
x
)
EXE
÷
6
4
x
5
(
)
EXE
and then
.
EXE
Mcl
Key Operation
→
9.874
ALPHA
A
EXE
x
7
ALPHA
A
EXE
x
12
EXE
ALPHA
A
x
26
ALPHA
A
EXE
x
29
ALPHA
A
EXE
→
23
9
+
ALPHA
B
EXE
53
-
6
EXE
→
B
+
Ans
ALPHA
B
EXE
45
2
x
EXE
→
B
-
ALPHA
B
Ans
EXE
÷
99
3
EXE
→
B
ALPHA
B
+
Ans
EXE
→
2.3
3.4
G
+
ALPHA
EXE
12
x
-
5
G
ALPHA
EXE
→
2.3
+
3.4
G
ALPHA
EXE
→
4.5
H
ALPHA
EXE
(
G
+
H
ALPHA
ALPHA
15
-
ALPHA
H
EXE
.
EXE
key or
followed by
ENG
SHIFT
-55.
*** Henceforth, abbreviated style will
not be used in this manual.
2.
0.8125
18
4.5
0.3
This case is the same as 6
÷
5
EXE
Display
Remark
→
9.874
The
key is used to
input numeric values in
69.118
memory. (Clearing a memory
before input is not required,
118.488
because the previous value
in the memory will be
256.724
automatically replaced with
the new value.)
286.346
32.
47.
79.
90.
-11.
33.
22.
5.7
63.4
5.7
Multiplication
4.5
immediately before memory
)
names can be omitted.
238.5
followed by
, a value indicating the
7
MODE
followed by
, a value indicating the
8
MODE
.
EXE
will cause the exponent display for the
ENG
Copyright L
EXIBOOK
÷
4
signs
(x)
2002
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