Sharp ELW535B EL-W531 , EL-W531G , EL-W531H , EL-W531HA , EL-W535 Operation Ma - Page 6

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0 ˰ M j x M 0. $150 × 3 ˰ M1 150 k 3 m 450. +) $250: M1 + 250 ˰ M2 250 m −) M2 × 5% - M = t M k 5 @ a @ M t M 250. 35. 665. $1 = ¥110 (110 ˰ Y) 110 x Y 110. 1.25 + ⎯2 = 5 1.25 + 2 W 5 = U U o 1.25 + 2 W 5 = U 1 1⎯ 3 20 3⎯3 20 1.65 1.65 1m13m20 ¥26,510 = $? $2,750 = ¥? r = 3 cm (r ˰ Y) πr2 = ? 4⎯ 2+46 = 2 ⎯52 ...(A) 3 × (A) + 60 ÷ (A) = sinh−1 ˰ D1 sinh−1 0.5 = 26510 z t Y = 241. 2750 k t Y = 302'500. 3 x Y 3. s ; Y A = U 28.27433388 24 z ( 4 + 6 ) = 2 ⎯ 2 5 3 k ; < + 60 z ; < = 32 ⎯ 1 5 x I @ > v I 0.5 = 0.481211825 U 33m20 * 4m5m6 = 4 ⎯ 5 6 11 z r g h / d n 4 p x C DEC (25) ⾳ BIN j @ / 25 @ z BIN 11001 HEX (1AC) @ h 1AC ⾳ BIN @ z BIN 110101100 ⾳ PEN @ r PEN 3203 ⾳ OCT @ g OCT 654 9 6 + 4 = ANS j 6 + 4 = ANS + 5 = + 5 = 8 × 2 = ANS 8 k 2 = ANS2 = A = 44 + 37 = ANS 44 + 37 = ANS = * = 10. 15. 16. 256. 81. 9. ⾳ DEC @ / 428. (1010 − 100) × 11 = [BIN] @ z ( 1010 & 100) k 11 = BIN (111) ˠ NEG d 111 = HEX (1FF) + OCT (512) = @ h 1FF @ g + 512 = BIN 10010 BIN 1111111001 OCT 1511 HEX (?) @ h HEX 349 10 W k 3 ⎯ 1 2 + ⎯ 4 3 = j 3 @ k 1 d 2 r + W 4 d 3 = U 4 ⎯ 5 6 2⎯9 6 U 4.833333333 o 3 W 1 W 2 + 4 W 3 = 4m5m6* U 29m6 10 ⎯23 = ( )⎯7 5 5 = o 3 ⎯1 8 = ⎯ 64 225 = ⎯2334 = o 1⎯.2 2.3 = 1⎯ °2'3" 2 = 21⎯ ×× 110033 = 7 ˰ A ⎯4 = A U 4.833333333 @ Y 2 W 3 = 4.641588834 7 W 5 r m 5 = 1⎯ 6807 3125 7 W 5 m 5 = 16807m3125 @ q 1 W 8 = ⎯1 2 * 64 W 225 = ⎯8 15 2 @ 1 W 3 m 4 = ⎯8 81 2 @ 1 W ( 3 m 4 ) = 1.2 W 2.3 = 8m81 1⎯2 23 1 [ 2 [ 3 W 2 = 0(31 q1.5" 1 ` 3 W 2 ` 3 = ⎯1 2 j 7 x A 7. 4 W ; A = ⎯4 7 2FEC − 2C9E  ˰ M1 +) 2000 − 1901  ˰ M2 - M = j x M @ h 2FEC & 2C9E m HEX 2000 &1901 m HEX t M HEX j x M 34E 6FF A4D 1011 AND 101 = @ z 1011 [BIN] 4 101 = BIN 1 5A OR C3 = @ h 5A [HEX] p C3 = HEX DB NOT 10110 = [BIN] @ z n 10110 = BIN 1111101001 24 XOR 4 = @ g 24 [OCT] x 4 = OCT 20 B3 XNOR 2D = @ h B3 [HEX] C 2D = HEX FFFFFFFF61 ˠ DEC @ / -159. 12 [ : 7°31'49.44" ⾳ [10] 123.678 ⾳ [60] j 7 [ 31 [ 49.44 @ : 71⎯ 626530 123.678 @ : 123(40q40.8" 3h 30m 45s + 3 [ 30 [ 6h 45m 36s = [60] 45 + 6 [ 45 [ 36 = 10(16 q21." 1234°56'12" + 0°0'34.567" = [60] 1234 [ 56 [ 12 + 0 [ 0 [ 34.567 = 1234(56q47." 3h 45m - 1.69h = [60] 3 [ 45 & 1.69 = @ : 2(3q36." sin 62°12'24" = [10] v 62 [ 12 [ 24 = 0.884635235 13 u E H ( ( x y = = 6 4 ⾳ r = θ = [°] j 6 H 4 @ u r: {: ( ( r = 14 θ = 36 [°] ⾳ x = y = 14 H 36 @ E X: Y: 7.211102551 33.69006753 11.32623792 8.228993532

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1.25
+
2
5
=
1
.
25
+
2
W
5
=
13
1
20
U
33
20
U
1
.
65
o
1
.
25
+
2
W
5
=
1
.
65
U
1
m
13
m
20
U
33
m
20
* 4
m
5
m
6 =
5
4
6
11
z
r
g
h
/
d
n
4
p
x
C
DEC (25)
BIN
j
@
/
25
@
z
BIN
11001
HEX (1AC)
@
h
1AC
BIN
@
z
BIN
110101100
PEN
@
r
PEN
3203
OCT
@
g
OCT
654
DEC
@
/
428
.
(1010
100)
×
11
=
[BIN]
@
z
(
1010
&
100
)
k
11
=
BIN
10010
BIN (111)
±
NEG
d
111
=
BIN
1111111001
HEX (1FF)
+
OCT (512)
=
@
h
1FF
@
g
+
512
=
OCT
1511
HEX (?)
@
h
HEX
349
2FEC
2C9E
M
1
+
) 2000
1901
M
2
M
=
j
x
M
@
h
2FEC
&
2C9E
m
HEX
34
E
2000
&
1901
m
HEX
6
FF
t
M
j
x
M
HEX
A
4
D
1011 AND 101
=
[BIN]
@
z
1011
4
101
=
BIN
1
5A OR C3
=
[HEX]
@
h
5A
p
C3
=
HEX
DB
NOT 10110
=
[BIN]
@
z
n
10110
=
BIN
1111101001
24 XOR 4
=
[OCT]
@
g
24
x
4
=
OCT
20
B3 XNOR 2D
=
[HEX]
@
h
B3
C
2D
=
HEX
FFFFFFFF
61
±
DEC
@
/
-
159
.
12
[
:
7°31’49.44”
[10]
j
7
[
31
[
49.44
@
:
663
7
1250
123.678
[60]
123.678
@
:
123(40
q
40
.
8
"
3h 30m 45s +
6h 45m 36s = [60]
3
[
30
[
45
+
6
[
45
[
36
=
10(16
q
21
."
1234°56’12” +
0°0’34.567” = [60]
1234
[
56
[
12
+
0
[
0
[
34.567
=
1234(56
q
47
."
3h 45m – 1.69h
= [60]
3
[
45
&
1.69
=
@
:
2(3
q
36
."
sin 62°12’24” = [10]
v
62
[
12
[
24
=
0
.
884635235
13
u
E
H
(
x
= 6
y
= 4
(
r
=
θ
=
[°]
j
6
H
4
@
u
r
:
{
:
7
.
211102551
33
.
69006753
(
r
= 14
θ
= 36 [°]
(
x
=
y
=
14
H
36
@
E
X
:
Y
:
11
.
32623792
8
.
228993532
0
M
j
x
M
0
.
$150
×
3
M
1
+
) $250: M
1
+
250
M
2
) M
2
×
5%
M
=
150
k
3
m
450
.
250
m
250
.
t
M
k
5
@
a
@
M
35
.
t
M
665
.
$1
=
¥110 (110
Y)
110
x
Y
110
.
¥26,510
=
$?
26510
z
t
Y
=
241
.
$2,750
=
¥?
2750
k
t
Y
=
302
'
500
.
r
=
3 cm (r
Y)
3
x
Y
3
.
π
r
2
=
?
s
;
Y
A
=
U
28.27433388
24
4
+
6
=
2
2
5
…(A)
24
z
(
4
+
6
)
=
2
2
5
3
×
(A)
+
60
÷
(A)
=
3
k
;
<
+
60
z
;
<
=
1
32
5
sinh
1
D1
x
I
@
>
v
sinh
1
0.5
=
I
0.5
=
0
.
481211825
9
6
+
4
=
ANS
j
6
+
4
=
10
.
ANS
+
5
=
+
5
=
15
.
8
×
2
=
ANS
8
k
2
=
16
.
ANS
2
=
A
=
256
.
44
+
37
=
ANS
44
+
37
=
81
.
ANS
=
*
=
9
.
10
W
k
1
4
3
⎯ + ⎯ =
2
3
j
3
@
k
1
d
2
r
+
W
4
d
3
=
5
4
6
U
29
6
U
4.833333333
o
3
W
1
W
2
+
4
W
3
=
*
4
m
5
m
6
U
29
m
6
U
4.833333333
10
2
3
=
@
Y
2
W
3
=
4.641588834
(
7
5
)
5
=
7
W
5
r
m
5
=
16807
3125
o
7
W
5
m
5
=
16807
m
3125
1
8
3
=
@
q
1
W
8
=
1
2
64
225
=
*
64
W
225
=
8
15
2
3
3
4
=
2
@
1
W
3
m
4
=
8
81
o
2
@
1
W
(
3
m
4
)
=
8
m
81
1.2
2.3
=
1.2
W
2.3
=
12
23
1°2’3”
2
=
1
[
2
[
3
W
2
=
0(31
q
1
.
5
"
1
×
10
3
2
×
10
3
=
1
`
3
W
2
`
3
=
1
2
7
A
j
7
x
A
7
.
4
A
=
4
W
;
A
=
4
7