Perform the Indicated Operation and Express in Lowest Terms $\frac{2 k^{2}+15 k p+18 p^{2}}{9 k^{2}-18 k p+8 p^{2}} \div \frac{6 k^{2}+17 k p+12 p^{2}}{9 k^{2}-16 p^{2}}$

Perform the indicated operation and express in lowest terms.
- $\frac{2 k^{2}+15 k p+18 p^{2}}{9 k^{2}-18 k p+8 p^{2}} \div \frac{6 k^{2}+17 k p+12 p^{2}}{9 k^{2}-16 p^{2}}$

A) $\frac{k+p}{3 k+2 p}$

B) $\frac{k+6 p}{3 k-2 p}$

C) $\frac{k+7 p}{2 k-3 p}$

D) -1