Wikipedia (chū-iû ê pek-kho-choân-su) beh kā lí kóng...
Tī sò͘-ha̍k tiong, ge̍k-saⁿ-kak hâm-sò͘ (逆三角函數; inverse trigonometric functions), ia̍h-sī hoán-saⁿ-kak hâm-sò͘ (反三角函數), sī saⁿ-kak hâm-sò͘ ê ge̍k-hâm-sò͘.
Miâ
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Hû-hō
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Tēng-gī
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Tēng-gī-e̍k
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Ti̍t-e̍k
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Ge̍k-chèng-hiân |
![{\displaystyle y=\arcsin x}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO83nqe4a2nDzqsNaDFFzjm3oDBEngeNotnFzqi5oqhBnjGQzjvEytrD) |
![{\displaystyle x=\sin y}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO81oDvDzArEzgeQnDhBngi5a2s4oAvAatvEoDC1zDi4aNhAoteQoAdF) |
![{\displaystyle [-1,1]}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO81aqsNoDJAatvFzAo3ags2atw3aDFDztGNzjm5otlEyqi4oDBCntmP) |
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Ge̍k-û-hiân |
![{\displaystyle y=\arccos x}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO80aqdAagoPa2zCztrCnjlAnDzDzqa3o2a2aDs4oAnAotrFzDs0nDlD) |
![{\displaystyle x=\cos y}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO81oAi3zNrCzje3atdFzqeOaAePntrBzts3ztK5aNFDnghDoAvEzgs1) |
![{\displaystyle [-1,1]}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO81aqsNoDJAatvFzAo3ags2atw3aDFDztGNzjm5otlEyqi4oDBCntmP) |
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Ge̍k-chèng-chhiat |
![{\displaystyle y=\arctan x}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO81a2eOzjrAzNBBygzDoNmQzthBzNm4oNoOntK5zNs1yqvFaDzCzNrE) |
![{\displaystyle x=\tan y}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO84yqs4oqo0zqw0ntm1ajrBzNC5aDnFnqhEoNmOnDzDa2iOnDwPngoN) |
![{\displaystyle \mathbb {R} }](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO83yjo4zjBDzNo1ngi3otG0ngdDa2zDntwNntC2oqhCztFFztG2ygvD) |
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Ge̍k-û-chhiat |
![{\displaystyle y=\operatorname {arccot} x}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO85yqzFagw2zDnFoAe2zqvBaDvCoDmNaNeOagdBoqvFaje1oNFDzNo4) |
![{\displaystyle x=\cot y}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO9DnjzBotBEnDoQntK5aDe0aNnBzDlEa2o4zNG3nAs4zAoPzgw3ytC3) |
![{\displaystyle \mathbb {R} }](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO83yjo4zjBDzNo1ngi3otG0ngdDa2zDntwNntC2oqhCztFFztG2ygvD) |
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Ge̍k-chèng-kat |
![{\displaystyle y=\operatorname {arcsec} x}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO9Ezje3zArFntBFzDGNoDlFyqe4zNhEajaNzqhAzAs4nqvFaAoNaAa1) |
![{\displaystyle x=\sec y}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO83o2hDnqePajvDnjm5nja5aDe1yjm0oDi5otwQnDhEa2dEyqnEnte4) |
![{\displaystyle (-\infty ,-1]\cup [1,+\infty )}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO81ngrCnDFCngoOngzDytzEaAoQzNC5ngnCaDm2nDmQzDvFzNvBytvA) |
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Ge̍k-û-kat |
![{\displaystyle y=\operatorname {arccsc} x}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO83yte2zNm4ytdFyqhAoDmPzgnBzDJDaNm4zjmOnga0atmOygo4ygi0) |
![{\displaystyle x=\csc y}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO9FajFFzjvCaqsOothAytCOote4oDnEzjaNyjw3zNK4ato5ntGPnga4) |
![{\displaystyle (-\infty ,-1]\cup [1,+\infty )}](https://amansaja.com/index.php?q=Mfv0Kfa6bO93MqTXLqrCMqiSL3dZb2hQMu9Onpz0p3oPb21BngBFb21FJgGRKArSngrOb3z2nO81ngrCnDFCngoOngzDytzEaAoQzNC5ngnCaDm2nDmQzDvFzNvBytvA) |
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