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6^8x=216
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Use Log to both sides
\[6^{8x}=216\\\log_6(6^{8x})=\log_6(216)\\=\]
i still dont understand
What power of 6 is 216?
can you simplify the right hand side? \[\boxed{\log_bx^n=n\log_b x}\] \[\boxed{\log_b b=1}\]
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*left
In a simple way ,When you use the log ,the power will get down 6^8x When you use the log : 8x *Log(6) then : 8x*(Log6)=Log216 8x=Log216/Log6 Can you get the value of x now ?
\[6^{8x}=216\] \[6^{8x}=(6)^3\] \[8x=3\] \[x=\frac{ 3 }{8 }\]
oh ok. Thank you all so much
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