若log(a)x=2,log(b)x=3,log(c)x=6,则log(abc)x=?括号内为底数

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若log(a)x=2,log(b)x=3,log(c)x=6,则log(abc)x=?括号内为底数
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若log(a)x=2,log(b)x=3,log(c)x=6,则log(abc)x=?括号内为底数
若log(a)x=2,log(b)x=3,log(c)x=6,则log(abc)x=?括号内为底数

若log(a)x=2,log(b)x=3,log(c)x=6,则log(abc)x=?括号内为底数
答案是 1
由题意知:x=a^2
x=b^3
x=c^6
故abc=x^(1/2+1/3+1/6)=x
故log(abc)x=log(x)x=1