Given logy(x)=p\log_y(x) = plogy(x)=p and logz(y)=q\log_z(y) = qlogz(y)=q, express logy2(x3)\log_{y^2}(x^3)logy2(x3) in terms of ppp and qqq.
3p2\frac{3p}{2}23p
3pq3pq3pq
p2q\frac{p}{2q}2qp
p+qp+qp+q