Matematika

Pertanyaan

2log3 = a , 5log2=b, nilai 6log30=...?

2 Jawaban

  • log 30 / log 2
    = ^5log (2x3x5) / ^5 log 2
    = ^5 log2 + ^5 log 3 + ^5 log 5 / ^5 log 2
    = (b+ab+1) / b
    = b (a+1) / b
  • Materi : logaritma
    kelas : X

    ^a log b = ^n log b/^n log a

    ^6 log 30 = ^5 log 30/^5 log 6
                     = ^5 log (2x3x5)/^5 log 6
                     = ^5 log 2 + ^5 log 3 + ^5 log 5/^5 log 6
                     = b+ab+1/^5 log 6
                    

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