Matematika

Pertanyaan

jika 2log 3=x,7log 3=y,maka 14log63=

2 Jawaban

  • Diket :
    2log3 = x
    7log3 = y
    3log2 = 1/x
    3log7 = 1/y

    14log63 =...
    = 3log14/3log63
    = 3log2 + 3log7 / 3log7 + 3log9
    = 3log2 + 3log7 / 3log7 + 3log3^2
    = 1/x+1/y / 1/y+2
    = x+y/xy / 3y/y
    = x+y/x(3y)
    = x+y/3xy

    Maaf jika ada kesalahan :)
  • Diketahui: 2log3=X, 7log3=Y,
    maka: 14log63=
    = (2log63) / (2log14)
    = (2log9×7) / (2log7×2)
    = (2log9 + 2log7) / (2log7 + 2log2)
    = (2 2log3 + 2log7) / (2log7 + 1)
    = (2X + 2log7) / (1 + 2log7)
    =.....

    Akan tetapi jika Y= 3log7 maka XY= 2log7. Hasilnya = (2X +XY) / (1+XY)

Pertanyaan Lainnya