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solve: log8(w-6)=2-log8(w+15)
note: the 8 is to be little at the bottom right corner of log
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solve: log8(w-6)=2-log8(w+15)
note: the 8 is to be little at the bottom right corner of log
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Drop the logs solve for x
log8 x + log8 (x + 6) = log8 (5x + 12)
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Expand the expression log(8x5) using the properties of logarithms.(1 point) Responses log8+logx log8+logx log8+logx−log5
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How do I start to solve -2log8(x+1) = -8?
I think -2log8(x+1) is log8^(x+1)to the 2nd but then what do I do because then I think
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