Contoh-Contoh Perhitungan - Sharp WriteView EL-W531 Operation Manual

EL-W531
EL-W531G
EL-W531H
EL-W531HA
EL-W535
CALCULATION EXAMPLES
ANWENDUNGSBEISPIELE
EXEMPLES DE CALCUL
EJEMPLOS DE CÁLCULO
EXEMPLOS DE CÁLCULO
ESEMPI DI CALCOLO
REKENVOORBEELDEN
PÉLDASZÁMÍTÁSOK
PŘÍKLADY VÝPOČTŮ
RÄKNEEXEMPEL
LASKENTAESIMERKKEJÄ
UDREGNINGSEKSEMPLER

CONTOH-CONTOH PERHITUNGAN

U
1
j 2 W 5 r
2 3
⎯ + ⎯ =
+ W 3 r 4
5 4
=
U
U
U
× =
P 3 P 5 * 3 r k * 5
=
U
P 2 ÷ + P 5 ÷ = * 2 r z 3 +
3 5
* 5 r z 5 =
U
=
v 45 =
sin 45
U
−
=
1 J 0 1
2cos 0.5 [rad]
2 @ ^ 0 . 5 =
U
u d
2
@ Z
+ =
3 ( 5 + 2 ) =
① 3(5 2)
× + =
3 k 5 + 2 =
② 3 5 2
+ × =
( 5 + 3) k 2 =
③ (5
3) 2
@ u
①
② d
③ d
u
②
J
3
o
÷ =
100000 3
j 100000 z 3
[NORM1]
=
[FIX: TAB 2] J 1 0 2
[SCI: SIG 2] J 1 1 2
[ENG: TAB 2] J 1 2 2
J 1 3
[NORM1]
o
÷ =
ENGLISH 3 1000
j 3 z 1000 =
[NORM1]
J 1 4
[NORM2]
J 1 3
[NORM1]
+ & k z ( ) S `
4
+ ÷ =
45 285 3
+
18 6
⎯ =
−
15 8
× − + =
42 5 120
× ÷ ×
3
(5 10 ) (4 10
5
=
34 + 57
=
45 + 57
=
68 × 25
=
68 × 40
v $ t w ^ y s H >
6
i l O " V Y Z A 1
* m D q B e c a W
H
3
⎯
1
20
23
⎯
=
sin 60 [°]
20
1.15
3
π
⎯
1
⎯
=
20 cos [rad]
4
H 15
−
3.872983346 =
1
tan 1 [g]
3 Q 5+5 Q 2
⎯
15
0.918618116
+
(cosh 1.5 sinh 1.5)
Q
2
⎯
2
5
−1
⎯ =
tanh
0.707106781
7
=
2
ln 20
⎯
J
3
=
log 50
2.094395102
=
log 16384
2
o
0.
=
3
e
21.
÷ =
1 e
17.
16. =
1.7
10
1 1
21.
⎯ + ⎯ =
6 7
17.
16.
−
− × =
2 4 2
8 3 5
17.
o
33 ' 333.33333
33 ' 333.33
3.3b04
33.33b03
33 ' 333.33333
0.003
3.b
0.003
j 45 + 285 z 3
=
( 18 + 6 ) z
(15 & 8 =
42 k S 5 + 120
=
−
=
3 5 ` 3 z 4
)
` S 3 =
1 ' 250 ' 000.
34 + 57 =
45 =
1 ' 700.
68 k 25 =
2 ' 720.
40 =
@ P 0
j v 60 =
0.866025403
U
J 0 1
$ s W 4 =
0.707106781
U
J 0 2
@ y 1 =
J 0 0
=
2
j ( H $
1 . 5 + H v
1 . 5 ) A =
20.08553692
@ > t (
5 z 7 ) =
0.895879734
2.995732274
i 20 =
l 50 = 1.698970004
@ O 2 r 16384 =
@ O 2 H 16384 )
=
@ " 3 = 20.08553692
1 z ; V
0.367879441
=
@ Y 1.7 = 50.11872336
6 @ Z + 7
@ Z =
0.309523809
U
8 m S 2 r
& 3 m 4 r
2024
k 5 A =
-
129599
⎯
U
-
2 ' 024.984375
U
-
8 m S 2 &
3 m 4 k 5
A = 2 ' 024.984375
-
2024 63
m
U
-
129599
U
-
1
( 12 m 3
⎯
=
3
(12 )
4
r ) m
1 W 4 =
o ( 12 m 3 )
m 1 W 4 =
03
-
=
3 8 @ 1 =
8
* 49 r &
p 49 − p 81 =
4
4 @ D 81 =
o * 49 & 4
@ D 81 =
140.
=
p 27
3 @ q 27 =
3
⎯
3
7
=
4 @ B =
4!
=
10 @ e 3 =
90 P
10 3
-
=
5 @ c 2 =
C
5 2
× =
500 k 25 @ a
500 25%
÷ =
120 z 400 @ a
120 400 ?%
91.
+ × =
500 + 25 @ a
500 (500 25%)
102.
− × =
400 & 30 @ a
400 (400 30%)
| | =
−
@ W 5 & 9 =
5 9
o
@ W ( 5 & 9
) =
•
•
•
•
0.
•
•
Q 3
⎯
2
•
•
•
Q 2 •
⎯
2
•
•
•
50.
•
−
θ = θ =
1
x,
sin
− ≤ θ ≤
DEG 90
π
− ⎯ ≤ θ ≤
RAD
2
− ≤ θ ≤
GRAD 100
]
7
14.
j 90 @ ]
90° → [rad]
14.
@ ]
→ [g]
@ ]
→ [°]
−
1 @ w 0 . 8 =
sin 0.8 = [°]
@ ]
→ [rad]
13
⎯
@ ]
→ [g]
42
→ [°] @ ]
; t x m M < I J K
8
63
L
⎯
64
×
j 8 k 2 x M
8 2 ⇒ M
64
÷ =
24 z ; M =
24 (8 × 2)
=
; M k 5 =
(8 × 2) × 5
64
m
m 64
6.447419591
6.447419591
512.
4.
4.
3.
24.
720.
10.
125.
30.
625.
280.
4.
4.
•
− −
θ =
1 1
x x
tan cos
≤ θ ≤
90 0 180
π
⎯ ≤ θ ≤ π
0
2
≤ θ ≤
100 0 200
1
⎯
J
2
100.
90.
53.13010235
0.927295218
59.03344706
53.13010235
16.
1
⎯
1
2
80.