Logarithmic Expressions and Change of Base Formula

Change $$\log_5⁡7$$ into the form of $$\frac{\log_3⁡a}{\log_3⁡b}$$ ,  where $$a$$ and $$b$$ are integers

Change $$\log_{12}⁡2$$ into the form of $$\frac{\log_5⁡a}{\log_5b}$$ ,  where $$a$$ and $$b$$ are integers

Change $$\log_{12}⁡2$$ into the form of $$\frac{\log⁡a}{\log b}$$ ,  where $$a$$ and $$b$$ are integers

Change $$\log_5⁡7$$ into the form of $$\frac{\log⁡a}{\log⁡b}$$ ,  where $$a$$ and $$b$$ are integers

If $$\log_3⁡2=a$$ , express $$\log_4⁡18$$  in terms of $$a$$  .

If $$\log_3⁡2=a$$ , express $$\log_2⁡12$$  in terms of $$a$$  .

If $$\log_3⁡2=a$$ , express $$\log_47⁡2$$  in terms of $$a$$  .

If $$\log_7⁡2=b$$ , express $$\log_{14}⁡28$$ in terms of $$b$$ .

If $$\log_2⁡7=a$$ and $$\log_2⁡3=b$$ , express $$\log_614$$ in terms of $$a$$  and $$b$$ .

If $$\log_2⁡7=a$$ and $$\log_2⁡3=b$$ , express $$\log_349$$ in terms of $$a$$  and $$b$$ .