QUESTION 19 Jika \(\dfrac {x + y}{x - y} = \sqrt{x + y + 6}\), maka nilai dari \(\dfrac...
QUESTION 04 Diketahui: \begin{equation*} f(x) = \begin{cases} \dfrac {1}{2x + 1} & x < \\\\ \sqrt{2x + 1} & x > 0 \end{cases} \end{equation*} Nilai dari \(f'(-1) + f'(1) = \bbox{(\: \dotso \: )}\) \(\dfrac 13 \sqrt{3} - 2\) \(\sqrt{3}\) \(\sqrt{3} + 1\) \(\sqrt{3} + 2\) \(\sqrt{3} + 4\)
QUESTION 04 Diketahui: \begin{equation*} f(x) = \begin{cases} \dfrac {1}{2x + 1} & x < \\\\ \sqrt{2x + 1} & x > 0 \end{cases} \end{equation*} Nilai dari \(f'(-1) + f'(1) = \bbox{(\: \dotso \: )}\) \(\dfrac 13 \sqrt{3} - 2\) \(\sqrt{3}\) \(\sqrt{3} + 1\) \(\sqrt{3} + 2\) \(\sqrt{3} + 4\)
QUESTION 05 Jika \(f(x) = | \: 1 - \sqrt{1 - x} \: |\), nilai dari \(f'(-3) = \bbox[10px,...
QUESTION 06 Turunan pertama dari \(f(x) = \left^4\) adalah \(\bbox{(\:...
QUESTION 10 Diketahui: \(p = (q - 1)^2\) \(q = \dfrac 1r\) \(r = \sqrt{s}\) \(\dfrac {dp}{ds} =...
QUESTION 11 Jika \(f(x) = (2x + 1)^3 \: (1 - 3x)^2\), maka \(f'(x) = m (2x + 1)^2...