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    Тригонометриялық функциялардың қосындысы мен айырмасының формулалары қандай?

    Нейро

    Ответ создан на основе результатов поиска

    Тригонометриялық функциялардың қосындысы мен айырмасының формулалары:
    • синус қосындылары: $\sin(\alpha+\beta)=\sin(α)\cos(β)+\sin(β)\cos (α)$ 13;
    • косинус қосындылары: $cos(\alpha+β)=cos(α)*cos(β)-\sin (β)*sin (α)$ 13.
    • тангенс қосындылығы: $tg(\alpha\pm\beta)=\frac{tg(α)\pm tg(β)}{1\mp tg (α)*tg (β)}$ 14.
    Тригонометрия формулалары туралы ақпаратты «Тригонометри я формулалары» атты сабағынан табуға болады 5.
    На основе 10 источников:

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      10 источников

      1. infourok.ru
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      2. youtube.com
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      3. bilimportal.kz
        3
      4. bilimland.com
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      5. ust.kz
        5
      6. kopilkaurokov.ru
        6
      7. multiurok.ru
        7
      8. yandex.ru
        8
      9. daryn.online
        9
      10. ziatker.kz
        10

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$\\sin(\\alpha+\\beta)=\\sin(α)*\\cos(β)+\\sin(β)*\\cos (α)$ [```1```](https://infourok.ru/prezentaciya-po-matematike-na-temu-trigonometriyali-funkciyalardi-os-brishi-zhne-zharti-brishtarini-formulalari-1336318.html)[```3```](https://bilimportal.kz/assets/uploads/41b48c88366892785f0f78df087c686b/1603779216_1.docx);\n\n* косинус қосындылары: $cos(\\alpha+β)=cos(α)*cos(β)-\\sin (β)*sin (α)$ [```1```](https://infourok.ru/prezentaciya-po-matematike-na-temu-trigonometriyali-funkciyalardi-os-brishi-zhne-zharti-brishtarini-formulalari-1336318.html)[```3```](https://bilimportal.kz/assets/uploads/41b48c88366892785f0f78df087c686b/1603779216_1.docx).\n\n* тангенс қосындылығы: $tg(\\alpha\\pm\\beta)=\\frac{tg(α)\\pm tg(β)}{1\\mp tg (α)*tg (β)}$ 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