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write the expression as a single logarithm 7logby+6logbx
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\[\huge 7\log_b(y)+6\log_b(x)\]?
\[n\log(x)=\log(x^m)\] is a start so for example \[7\log(y)=\log(y^7)\]
do the same for \[6\log(x)\]
let me know what you get
Log(x^6)
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yes ok one more step
\[\log(A)+\log(B)=\log(AB)\]
you have \[\large \log(y^7)+\log(x^6)\] combine them as above
Log(x^6y^7)
bingo `
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Thank you so much ☺️☺️
yw
Thats kinda Cool How you do that?
i have an advanced degree in elementary logariddims
ok? @satellite73
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