QuestionQuestion 3 (4 points) Expand each logarithm on the left and match to its equivalent form on the right. Be sure to factor fully inside the logarithm first! $\square$ $\log \left(\frac{3 x^{3}}{y}\right)$
1. $\log (3)+\log (x)+\log (y)$ $\square$ $\log \left(\frac{3}{x^{2}-y^{2}}\right)$
2. $\log (3)+\log (x)+3 \log (y)$ $\sim \log \left(\frac{x}{3 y}\right)$
3. $\log (x)-\log (3)-\log (y)$ $\log (3 x y)$
4. $\log (3)+3 \log (x)-\log (y)$ $\square$ $\log \left[3 x y^{3}\right]$ $\square$ $\log \left(\frac{3}{(x-y)^{3}}\right)$
5. $\log (3) \log (x) \log (y)$
6. $\frac{\log (x)}{\log (3) \log (y)}$
7. $\frac{\log (3) \log (x)}{\log (y)}$ $\square$ $\log (3 x-3 y)$
8. $\log (3)-2 \log (x)-2 \log (y)$
9. $\log (3)+\log (x-y)$
10. $\log (3)-\log (x-y)-\log (x+y)$
11. $\log (3)-3 \log (x-y)$