Originally posted by: RESmonkey
	
	
		
		
			Originally posted by: PowerEngineer
A current source is analogous to a voltage source.  For a voltage source, you know that the voltage stays constant regardless of the current that passes through it.  For a current source, the current passing through it stays constant regardless of the voltage across it.
		
		
	 
So does current even go thru R1 and R2?  Wouldn't it just seep out thru R3?
		
 
		
	 
Caveat: I'm probably much less electrically qualified than anyone else posting in this thread, so take this with many grains of salt.
Besides what other people said that there will still be current (just less, maybe much less) going through the path of greater resistance, I think you also have to consider that the voltage source is going to drive a current through R1 and R2, regardless of whether any of the current from the current source will go through them.  This current driven by the voltage source has no choice but to go through R1 and R2.
Disregarding the above, you can also see just by the provided voltage numbers that there is a voltage drop across resistors R1 and R2, implying that there is indeed current flowing through them.  You can use this voltage drop to calculate the current (assuming this is a DC circuit).  
Using the voltage drop across R1, I find an approximate I1 current of 4.67 mA.  R2 gives a very slightly different result, but I doubt it matters much, as long as you follow whatever sig fig rules and whatnot your instructor explained.
If what I remember from freshman physics is correct, this current driven by the voltage source flows clockwise around the circuit.  Use the node at c to find the current through R3.  I1 flows in, Is flows in, so I think it works out so that I3 comes out of the node, then use I3 and R3 to find V3.  V3 should be = Vs.  [edit: duh.  by method of blueshoe, since you know zero at ground, you don't even need to use ohm's law to calculate V3 at all)]
Is is given.  Thus you have all the variable values you need to solve this, assuming I didn't F* this up somehow.