3log3(x)=2log3(y)
log3(y)=(3/2)log3(x)
log9(x/y)=(1/2)[log3(x)-log3(y)]
=(1/2)[log3(x)-(3/2)log3(x)]
=(1/2)[(-1/2)log3(x)]
=(-1/4)log3(x)
=1/4
log3(x)=-1
x=1/3
log3(y)=(3/2)log3(x)=(3/2)(-1)=-3/2
y=3^(-3/2)=√3/9
3log3(x)=2log3(y)
log3(y)=(3/2)log3(x)
log9(x/y)=(1/2)[log3(x)-log3(y)]
=(1/2)[log3(x)-(3/2)log3(x)]
=(1/2)[(-1/2)log3(x)]
=(-1/4)log3(x)
=1/4
log3(x)=-1
x=1/3
log3(y)=(3/2)log3(x)=(3/2)(-1)=-3/2
y=3^(-3/2)=√3/9