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Turunan dari $$$4 y$$$
Kalkulator terkait: Kalkulator Diferensiasi Logaritmik, Kalkulator Diferensiasi Implisit dengan Langkah-langkah
Masukan Anda
Temukan $$$\frac{d}{dy} \left(4 y\right)$$$.
Solusi
Terapkan aturan kelipatan konstanta $$$\frac{d}{dy} \left(c f{\left(y \right)}\right) = c \frac{d}{dy} \left(f{\left(y \right)}\right)$$$ dengan $$$c = 4$$$ dan $$$f{\left(y \right)} = y$$$:
$${\color{red}\left(\frac{d}{dy} \left(4 y\right)\right)} = {\color{red}\left(4 \frac{d}{dy} \left(y\right)\right)}$$Terapkan aturan pangkat $$$\frac{d}{dy} \left(y^{n}\right) = n y^{n - 1}$$$ dengan $$$n = 1$$$, dengan kata lain, $$$\frac{d}{dy} \left(y\right) = 1$$$:
$$4 {\color{red}\left(\frac{d}{dy} \left(y\right)\right)} = 4 {\color{red}\left(1\right)}$$Dengan demikian, $$$\frac{d}{dy} \left(4 y\right) = 4$$$.
Jawaban
$$$\frac{d}{dy} \left(4 y\right) = 4$$$A
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