KOMPLEKS SONNİNG TRIGONOMETRIK SHAKLI
KOMPLEKS SONNİNG TRIGONOMETRIK SHAKLI
Ushbu maqolada kompleks sonning trigonometrik shakli haqida batafsil ma'lumot beriladi. Dastlab, kompleks sonlarning asosiy tushunchalari va ularning moduli hamda argumenti tushuntiriladi. Keyinchalik, Euler formulasi asosida kompleks sonning trigonometrik shakli z=r(cosθ+isinθ) ko‘rinishida ifodalanishi tushuntiriladi. Maqolada kompleks sonlarning trigonometrik shaklda ko‘paytirish, bo‘lish, darajaga oshirish va ildiz chiqarish amallari misollar bilan yoritiladi. Shuningdek, ushbu shaklning elektronika, fizika va injiniringdagi qo‘llanilishi haqida ham qisqacha ma’lumot beriladi. Maqola matematikani chuqur o‘rganayotgan talabalar, muhandislar va ilmiy izlanish olib borayotgan mutaxassislar uchun foydali bo‘lishi mumkin.
- Jizzakh State Pedagogical Institute Uzbekistan
kompleks son, trigonometrik shakl, modul, argument, Euler formulasi, polar koordinatalar, De Moivre formulasi, haqiqiy qism, mavhum qism, matematik formulalar., kompleks son, trigonometrik shakl, modul, argument, Euler formulasi, polar koordinatalar, De Moivre formulasi, haqiqiy qism, mavhum qism, matematik formulalar.
kompleks son, trigonometrik shakl, modul, argument, Euler formulasi, polar koordinatalar, De Moivre formulasi, haqiqiy qism, mavhum qism, matematik formulalar., kompleks son, trigonometrik shakl, modul, argument, Euler formulasi, polar koordinatalar, De Moivre formulasi, haqiqiy qism, mavhum qism, matematik formulalar.
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