Solve 3x β 8 = 8 for x using the change of base formula log base b of y equals log y over log b.
Accepted Solution
A:
Answer:3^x-8=8 then x=log_3(16)3^(x-8)=8 then log_3(8)+8Step-by-step explanation:So if it is 3^x-8=8then 3^x=16and then convert to logarithmic form you write it as log_3(16)=x_3 means the subscript (the base) is 3So if it is 3^(x-8)=8then the log form is log_3(8)=x-8add 8 on both sides log_3(8)+8=x