A(3tx-2b)=c(dx-2) solve for x

Hey im having a little trouble, i cant figure this problem out, a(3tx-2b)=c(dx-2) , you have to solve for x

a(3tx-2b)=c(dx-2)

Distribute:

3atx - 2ab = cdx - 2c

Move all x to one side

3atx - cdx = 2ab - 2c

Factor out x

x(3at - cd) = 2ab - 2c

move other stuff to the other side.

x = (2ab - 2c) / (3at - cd)

3atx -2ab = cdx - 2c
3atx - cdx - 2ab = -2c
3atx -cdx = 2ab - 2c
x(3at - cd)= (2ab-2c)
x=(2ab-2c)/(3at-cd)