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Pertanyaan

D ik e t ah u i 2 lo g 3 = a d an 2 lo g 5 = b . N i l ai d a r i 9 lo g 150 d a l am a d an b a d a l ah ...

  1. 1 plus b

  2. fraction numerator 1 plus 2 b over denominator 2 end fraction

  3. fraction numerator 2 a over denominator 1 plus 2 b end fraction

  4. fraction numerator 1 plus a plus 2 b over denominator 2 a end fraction

  5. fraction numerator 1 plus a plus b over denominator a end fraction

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M. Mariyam

Master Teacher

Mahasiswa/Alumni Institut Pertanian Bogor

Jawaban terverifikasi

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Pembahasan

table row 9 row space end table log invisible function application 150 equals fraction numerator table row 2 row space end table log invisible function application space 150 over denominator table row 2 row space end table log invisible function application space 9 end fraction equals fraction numerator table row 2 row space end table log invisible function application space left parenthesis 2 cross times 3 cross times 5 squared right parenthesis over denominator table row 2 row space end table log invisible function application space 3 squared end fraction equals fraction numerator table row 2 row space end table log invisible function application space open parentheses 2 close parentheses plus table row 2 row space end table log invisible function application space 3 plus table row 2 row space end table log invisible function application space 5 squared over denominator 2 times table row 2 row space end table log invisible function application space 3 end fraction equals fraction numerator table row 2 row space end table log invisible function application space open parentheses 2 close parentheses plus table row 2 row space end table log invisible function application space 3 plus 2 times table row 2 row space end table log invisible function application space 5 over denominator 2 times table row 2 row space end table log invisible function application space 3 end fraction equals fraction numerator 1 invisible function application space plus a plus 2 b over denominator 2 a end fraction

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Jika 2 lo g 3 = m dan 3 lo g 5 = n , maka tentukan: e. 125 lo g 4

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