funksiyaning grafigini yasash uchun undan to‘la kvadrat ajratamiz, ya’ni ni hosil qilamiz.
Agar koordinata boshini O nuqtaga ko‘chirsak, yangi ![](data:image/png;base64,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) sistemada funksiya ko‘rinishi oladi. 24-rasmda va funksiyalarning grafiklari keltirilgan.
Do'stlaringiz bilan baham: |