math Algebra (log)

2010-03-11 1:08 pm
9. Rewrite as a single logarithm: log8 -1/2logx-2log(y-6).

12. Write log6(3x -4) = y in exponential form.

回答 (3)

2010-03-11 3:22 pm
✔ 最佳答案
9. Rewrite as a single logarithm: log8 -1/2logx-2log(y-6).
log8 -1/2logx-2log(y-6)
= log8 - logx^(1/2)-log(y-6)^2
= log8/x^1/2
= log[8/x^(1/2)]/(y-6)^2
= log8(y-6)^2/√x
12. Write log6(3x -4) = y in exponential form.
log6(3x -4) = y
6(3x-4)=10^y
18x-24=10^y



2010-03-12 17:01:30 補充:
the the question should be log_6 (x+3) = y
參考: Hope can help you^^”
2010-03-15 7:57 pm
that's right~
many thanks~
2010-03-13 6:21 am
For log_6 (3x-4) = y
3x-4 = 6^y
6^y = 3x-4


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