I like to use Kirchhoff's current law and Kirchhoff's voltage law.
KCL: the sum of currents flowing into a point in the circuit must be equal to zero.
KVL: The sum of voltage changes in a loop must be equal to zero.
As there are no break-away points, KCL is easy. There is one current, and we will call it 'i' and we will assume it is the current flowing in a clockwise manner.
if you then start at any point in the loop and add up all the voltage changes you get (in my case starting in the lower left hand corner and moving in a clockwise manner).
9 - (47k * i) - (27k * i) - (56k * i) - (20k * i) - 12 = 0
and if we stopped half way with voltage summation:
9 - (47k * i) - (27k * i) = Vb
You now have two equations with two variables, which can be solved for Vb and i. Of note, i is a negative number as current is flowing anticlockwise in this case, not clockwise like in my definition.
Thank you