EL-W506
EL-W516
EL-W546
CALCULATION EXAMPLES
EXEMPLES DE CALCUL
ANWENDUNGSBEISPIELE
EJEMPLOS DE CÁLCULO
EXEMPLOS DE CÁLCULO
ESEMPI DI CALCOLO
REKENVOORBEELDEN
PÉLDASZÁMÍTÁSOK
PŘÍKLADY VÝPOČTŮ
RÄKNEEXEMPEL
LASKENTAESIMERKKEJÄ
UDREGNINGSEKSEMPLER
PRINTED IN CHINA / IMPRIMÉ EN CHINE / IMPRESO EN CHINA 07HGK (TINSZ1308EHZZ)
1 J |
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100000 ⎟ 3 = |
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[NORM1] | j100000 z3 | 33'333.33333 |
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→ [FIX: TAB 2] | @J102 | 33'333.33 |
→ [SCI: SIG 2] | @J112 | 3.3b04 |
→ [ENG: TAB 2] | @J122 33.33b03 | |
→ [NORM1] | @J13 33'333.33333 | |
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3 ⎟ 1000 = |
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[NORM1] | j3 z1000 = | 0.003 |
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→ [NORM2] | @J14 | |
→ [NORM1] | @J13 | 0.003 |
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2 | U |
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2 | 3 | j2 W5 r |
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⎯ + ⎯ = |
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5 | 4 | +W3 r4 |
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| 23 |
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| 20 |
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| U | 1.15 | |
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| U | 1 | ⎯ |
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| 20 | ||
P3 ⋅ P5 = | @*3 rk |
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| @*5 = | H15 | |
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| U | 3.872983346 | |
P2 ⎟ 3 + P5 ⎟ 5 = @*2 rz3
+@*5 r 3⎯Q5+5Q2
z5 = 15
U0.918618116
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sin 45 = | v45 = |
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| 2 |
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| U | 0.707106781 | ||
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2cos−1 0.5 [rad] = @J01 | 2 | ||||
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| U | 2.094395102 | ||
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3 | ud |
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| @Z |
| 0. | |
① | 3(5 + 2) = 3 (5 +2 )= | 21. | |||
② 3 ⋅ 5 + 2 = 3 k5 +2 = | 17. | ||||
③ (5 + 3) ⋅ 2 = | (5 +3)k2 = 16. | ||||
→ ① | @u |
| 21. | ||
→ ② | d |
| 17. | ||
→ ③ | d |
| 16. | ||
→ ② | u |
| 17. | ||
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4 +&kz()S` | |||||
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45 | + 285 ⎟ 3 = |
| j45 +285 z3 | 140. | |
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(18 + 6) ⎟ (15 − | 8) = | (18 +6 )z | 3 | ||
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| (15 &8 | = | 3 7 |
42 | ⋅ −5 + 120 = |
| 42 kS5 +120 |
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(5 ⋅ 103) ⎟ (4 ⋅ 10−3) = 5 `3 z |
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| 4 `S3 = 1'250'000. | ||
5 |
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34 | + 57 = |
| 34 +57 = | 91. | |
45 | + 57 = |
| 45 = |
| 102. |
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68 | × 25 = |
| 68 k25 = | 1'700. | |
68 | × 40 = |
| 40 = |
| 2'720. |
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6 
v$tw^ysH> ilO"VYZA1
*mDqBecaW
@P0 | 0. |
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sin 60 [°] =jv60 = | 3 |
⎯ | |
| 2 |
U0.866025403
π
cos ⎯ [rad] = @J01 ⎯Q2 4$@sW4 = 2
| U | 0.707106781 |
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tan−11 [g] = | @J02 |
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| @y1 = | 50. |
| @J00 |
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(cosh1.5 + sinh1.5)2 = j(H$ |
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| 1.5 +Hv |
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| 1.5 )A= 20.08553692 | |
tanh−1 ⎯5 = | @>t( |
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7 | 5 z7 )= 0.895879734 | |
ln 20 = | i20 = | 2.995732274 |
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log 50 = | l50 = | 1.698970004 |
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log2 16384 = | @O2 r16384 = 14. | |
o@O2 H16384 )
= 14.
e3 = |
| @"3 = 20.08553692 | |
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1 ⎟ e = | 1 z;V |
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101.7 = | @Y1.7 = 50.11872336 | ||
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1 | 1 | 6 @Z+7 | 13 |
⎯ + ⎯ = | |||
6 | 7 | @Z= | ⎯ |
42 | |||
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| U | 0.309523809 |
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8−2 − 34 ⋅ 52 = 8 mS2 r |
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&3 m4 r | 63 |
k5 A= | |
U | 129599 |
- ⎯ | |
| 64 |
U
o8 mS2 &
3 m4 k5
A=
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(12 | ⎯ | = |
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| 1 W4 = | 6.447419591 |
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| m1 W4 = 6.447419591 | |
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83 = |
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p49 − | 4p81 = | @*49 r&4 | ||||
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| @D81 = | 4. |
o@*49 &4
| @D81 = | 4. | |
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3p27 = | @q27 = | 3. | |
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4! = | 4 @B= | 24. | |
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10P3 = | 10 @e3 = | 720. | |
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5C2 = | 5 @c2 = | 10. | |
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500 ⋅ 25% = | 500 k25 | @a | 125. |
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120 ⎟ 400 = ?% | 120 z400 @a | 30. | |
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500 + (500 ⋅ 25%) = 500 +25 | @a | 625. | |
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400 − (400 ⋅ 30%) = 400 &30 | @a | 280. | |
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5 − 9 = | @W5 &9 = 4. | ||
o@W(5 &9
)= 4.
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| θ = sin−1 x, θ = tan−1 x | θ = cos−1 x |
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| DEG | −90 ≤ θ ≤ 90 | 0 ≤ θ ≤ 180 | |||
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| RAD | π | π | 0 ≤ θ ≤ π | ||
| − ⎯ ≤ θ ≤ ⎯ | |||||
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| 2 | 2 |
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| GRAD | −100 ≤ θ ≤ 100 | 0 ≤ θ ≤ 200 | |||
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7 | FG |
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8 | (x2 − 5)dx | jF2 u8 r | ||||
2 | ;XA&5 | |||||
n = 100 | = |
| 138. | |||
n = 10 | llH10 = 138. | |||||
ojF;XA&5 H2 H8 )= 138.
llH10 = 138.
− −1(x2 − 1)dx SFS1 u1 r
;XA&1 r+
+13(x2 − 1)dx = F1 u3 r;XA
&1 = 8.1