jika 7 log 3 = a dan 3 log 2 = b, nilai 48 log 84 =
Matematika
Shinta080201
Pertanyaan
jika 7 log 3 = a dan 3 log 2 = b, nilai 48 log 84 =
1 Jawaban
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1. Jawaban Anonyme
jawab
Logaritma
7'log 3 = a
3'log 2 = b
7'log3 . 3'log 2 = a.b
7'log 2 = ab
(48)'log 84 = 7'log 84/7'log 48
= (7'log 7.2². 3) / (7'log 2⁴. 3)
= (7'log 7 + 2. 7'log 2 + 7'log 3) / (4. 7'log 2 + 7'log 3)
= (1 + 2ab + a) / (4 ab + a)