" 6) expand "log(p^(2)q^(3))/(gamma)

Expand log_(3)((xy^(2))/(z^(3)))

Expand log_(3)((xy^(2))/(z^(3)))

Expand log((x^(2)y^(3))/(sqrt(z^(5))))

Expand : (2p-1/(2p))^3

Given log_(3)a=p=log_(b)c and log_(b)9=(2)/(p^(2)) and log_(9)((a^(4)b^(3))/(c))=alpha p^(3)+beta p^(2)+gamma p+delta(AA p=R-{0} then (alpha+beta+gamma+delta) equals to :

Expand : (2p-3q)^2