[ MODE ] [ MODE ] | DEG RAD GRAD | ||
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| 1 | 2 | 3 |
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1 [ sin ] 30 [ = ] | sin 30 |
| DEG |
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| 0.5 |
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Example 25
2π
cos ( 3 rad ) = – 0.5
[ MODE ] [ MODE ] | DEG RAD GRAD | ||
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| 1 | 2 | 3 |
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2 [ cos ] [ ( ] 2 [ 2nd ] [ π ] [ ⎟ ] 3 [ = ] |
| RAD |
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| cos ( 2 | π / 3 | |
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| – 0.5 |
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Example 26
sin
[ MODE ] [ MODE ] | DEG RAD GRAD | ||
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| 1 | 2 | 3 |
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1 [ 2nd ] [ sin | sin | 0.5 | DEG |
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| 30. |
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Example 27
cosh1.5 + 2 = 4.352409615
[ 2nd ] [ HYP ] [ cos ] 1.5 [ + ] 2 [ = ] | DEG |
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| cosh 1.5 + 2 | |
| 4.352409615 |
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Example 28
sinh
[ 2nd ] [ HYP ] [ 2nd ] [ sin | sinh | DEG |
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| 2.644120761 | |
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Example 29
12.755 = 12 45 18
12.755 [ = ] [ 2nd ] [ | ] | 12.755 | DEG |
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| 12 45 18 |
Example 30
2 45 10.5 = 2.752916667
2 [ | ] 45 [ | ] 10.5 [ | ] [ = ] |
| DEG |
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| 2 | ° 45 ° 10.5 ° | |
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| 2 45 10.5 |
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[ | ] |
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| DEG |
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| 2 | ° 45 ° 10.5 ° | |
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| 2.752916667 |
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Example 31
If x = 5 , y = 30, what are r , θ ° Ans : r = 30.41381265 θ = 80.53767779 °
[ ALPHA ] [ Pol ( ] 5 [ , ] 30 [ = ] |
| DEG |
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| Pol ( 5, 30 | ||
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| 30.41381265 |
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[ 2nd ] [ RCL ] [ F ] | F = | DEG | |
| 80.53767779 | ||
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Example 32
If r = 25 , θ = 56°, what are x , y ? Ans : x = 13.97982259 y = 20.72593931
[ ALPHA ] [ Rec ( ] 25 [ , ] 56 [ = ] |
| DEG |
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| Rec ( 25, 56 | ||
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| 13.97982259 |
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[ 2nd ] [ RCL ] [ F ] | F = | DEG | |
| 20.72593931 | ||
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Example 33
7 ! = 840 [(7 – 4)]!
7 [ 2nd ] [ nPr ] 4 [ = ] | 7 lP 4 | DEG |
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| 840. |
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Example 34
7 ! | = 35 |
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4 ![(7 – 4)]!
7 [ 2nd ] [ nCr ] 4 [ = ] | 7 lC 4 | DEG |
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| 35. |
4