Question

solve f(x)+g(x)=6
f(x) = log2(x-7) and g(x) = log2(3x-5)

Answer 1

log2(x-7)(3x-5)=6
(x-7)(3x-5)=36... you can take it from here

Answer 2

sure. why not.
\[f(x) + g(x) = 6\]
\[\log _{2}(x-7) + \log_{2}(3x-5) = 6\]
\[\log_{2}(x-7)(3x-5)=6\]

Answer 3

...you don't square both sides. In logarithms, its log based 2. Therefore you raise the left and right side of the equation as a power of 2.

so, it is 2 ^ 6 = (x-7)(3x-5)

Answer 4

oh and i forgot to mention that my only answers are
a) 9
b) -9
c) 512
d) -512

Answer 5

then plug them in and play. find out which one works....