Arti dari differential quotient

1. The differential quotient is used to find the instantaneous rate of change of a function at a specific point. (Diferensial kuartet digunakan untuk menemukan laju perubahan instan dari suatu fungsi pada titik tertentu.)
2. To calculate the differential quotient, you need to take the limit as the interval approaches zero. (Untuk menghitung diferensial kuartet, Anda perlu mengambil batas saat interval mendekati nol.)
3. The differential quotient is also known as the derivative of a function. (Diferensial kuartet juga dikenal sebagai turunan dari suatu fungsi.)
4. Understanding the concept of differential quotient is essential in calculus. (Memahami konsep diferensial kuartet sangat penting dalam kalkulus.)
5. The differential quotient measures how a function changes with respect to its input. (Diferensial kuartet mengukur bagaimana suatu fungsi berubah terhadap masukannya.)
6. Calculating the differential quotient can help us analyze the behavior of a function near a specific point. (Menghitung diferensial kuartet dapat membantu kita menganalisis perilaku suatu fungsi di dekat titik tertentu.)