Contoh Soal 01 Sifat Logaritma 3 Sederhanakan bentuk logaritma di bawah ini: \(^{27}\log 125 \:.\: ^{25}\log \frac{1}{64} \:.\: ^{64}\log \frac{1}{9}\) Lihat jawaban \begin{equation*} \begin{split} & ^{27}\log 125 \:.\: ^{25}\log \tfrac{1}{64} \:.\: ^{64}\log \tfrac{1}{9} \\\\ & \large{^{3^3}\log 5^3 \:.\: ^{5^2}\log 2^{-6} \:.\: ^{2^6}\log 3^{-2}} \\\\ & \frac{3}{3} \:.\: \frac{-6}{2} \:.\: \frac{-2}{6} \:.\: ^3 \log 5 \:.\: ^5 \log 2 \:.\: ^2 \log 3 \\\\ & \frac{3}{3} \:.\: \frac{-6}{2} \:.\: \frac{-2}{6} \:.\: \cancel {^3 \log 5} \:.\: \cancel {^5 \log 2} \:.\: \cancel {^2 \log 3} \\\\ & 1 \end{split} \end{equation*} Konsep Dasar (Prev Lesson) (Next Lesson) Contoh Soal 02 Kembali ke Sifat Logaritma 3