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    Тригонометриялық қосу формулалары қандай болады?

    Нейро

    Ответ создан на основе результатов поиска

    Тригонометриялық қосу формулалары құрсақтардың қосындысына немесе айырмасын анықтау үшін 123 болады:
    • синус: $sin(\alpha \pm \beta) = sin\alpha\cdot cos\beta \pm cos\alpha\cdot sin\beta$ 13;
    • косинус: $cos(\alpha + \beta) = cos\alpha \cdot cos\beta - sin\alpha \cdot sin\beta $ 14;
    • тангенс: $tg(\alpha ± \beta ) = \frac{tg\alpha \± tg\beta}{1 \± tg \alpha \cdot tg\beta}$ 1.
    Мысалы, $\alpha$ және $\beta$ — бұл құрсактар, олардың қосындысын анықтап, қосу формулусын пайдалануға болады 2.
    На основе 10 источников:

      Оценить ответ

      10 источников

      1. youtube.com
        1
      2. itest.kz
        2
      3. infourok.ru
        3
      4. ust.kz
        4
      5. quizlet.com
        5
      6. tr-page.yandex.ru
        6
      7. ustaz.kz
        7
      8. bilimland.com
        8
      9. wordwall.net
        9
      10. znanio.ru
        10

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[```1```](https://www.youtube.com/watch?v=UsGElBqVyAg)[```2```](https://itest.kz/kz/endless/matematika-1964/10-synyp/lecture/qosu-formulalary)[```3```](https://infourok.ru/ashy%D2%9B-saba%D2%9B-%D2%9Bosu-formulalary-9-klass-6076405.html) болады:\n\n* синус: $sin(\\alpha \\pm \\beta) = sin\\alpha\\cdot cos\\beta \\pm cos\\alpha\\cdot sin\\beta$ [```1```](https://www.youtube.com/watch?v=UsGElBqVyAg)[```3```](https://infourok.ru/ashy%D2%9B-saba%D2%9B-%D2%9Bosu-formulalary-9-klass-6076405.html);\n\n* косинус: $cos(\\alpha + \\beta) = cos\\alpha \\cdot cos\\beta - sin\\alpha \\cdot sin\\beta $ [```1```](https://www.youtube.com/watch?v=UsGElBqVyAg)[```4```](https://ust.kz/word/qosy_formylalary-110787.html);\n\n\n* тангенс: $tg(\\alpha ± \\beta ) = \\frac{tg\\alpha \\± tg\\beta}{1 \\± tg \\alpha \\cdot tg\\beta}$ [```1```](https://www.youtube.com/watch?v=UsGElBqVyAg).\n\nМысалы, $\\alpha$ және $\\beta$ — бұл құрсактар, олардың қосындысын анықтап, қосу формулусын пайдалануға болады 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