If ln(a)=p\ln(a) = pln(a)=p and ln(b)=q\ln(b) = qln(b)=q, express ln(a23b4)\ln(\frac{\sqrt[3]{a^2}}{b^4})ln(b43a2) in terms of ppp and qqq.
23p−4q\frac{2}{3}p - 4q32p−4q
32p−4q\frac{3}{2}p - 4q23p−4q
23p+4q\frac{2}{3}p + 4q32p+4q
13p2−4q\frac{1}{3}p^2 - 4q31p2−4q