Pertanyaan

Jika diketahui a l og 3 = b l og 27 , maka nilai dari a l og b adalah ...

$Jika diketahui^{a} l og 3 =^{b} l og 27, maka nilai dari^{a} l og b adalah ...$

6
-5
-3
4
3

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$blank to the power of a l og 3 equals to the power of b l og 27 fraction numerator log 3 over denominator log a end fraction equals fraction numerator log 27 over denominator log b end fraction fraction numerator log b over denominator log a end fraction equals fraction numerator log 27 over denominator log 3 end fraction to the power of a log b equals cubed log 27 to the power of a log b equals cubed log 3 cubed to the power of a log b equals 3. cubed log 3 to the power of a log b equals 3.1 to the power of a log b equals 3$