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#1




How to solve this seriesparallel connection?
please explain how to solve this kind of problem. where to start and what are the rules to be considered.

#2




I would probably use mesh. Try to write down all of the mesh equations and I can check what you have. If you choose a different way (there are other ways), post that up here too so we can see.
The idea is to get as many things related to each other as you can. Then you can simplify your equations and solve for the variables. 
#3




Can I suggest you start by having a look at our DC Network Analysis section. You will then have a better understanding of the different techniques available and your questions will be more focused and relevant to the problem in the OP.
Dave 
#4




thank you! i'll post my solution when i'm done. thanks a lot!

#5




Here's what I did, not sure about it though. I used mesh current method.
I1 > CURRENT THROUGH TOP LOOP (COUNTERCLOCKWISE) I2 > CURRENT THROUGH BOTTOMLEFT LOOP (CLOCKWISE) I3 > CURRENT THROUGH BOTTOMRIGHT LOOP (CLOCKWISE) The equations I got: 15 + 42I1  24I3 = 0 27I2 + 18I3 = 0 12I3 + 24I1 = 0 Solving, I got the following: I1 = 1/6 R1 = 9 V1 = 3/2 12 = 1/6 R2 = 9 V2 = 3/2 I3 = 1/2 R3 = 24 V3 = 12 I4 = 2/9 R4 = 9 V4 = 2 I5 = 1/9 R5 = 18 V5 = 2 I7 = 1/3 R7 = 18 V7 = 6 I need help, please check it. 
#6




because it's single source, I'd just reduce the circuit.
 parallel R4 and R5  add in series to R7  parallel this with R3  add your series  calc your current flow  work back with voltage drops/currents 
#7




thanks! our prof. taught us that yesterday, too.

#8




Or, just stick with good old Ohm's Law:
1) R4 is in parallel with R5. Calculate and replace them with an equivalent resistance R8. 2) R8 is in series with R7. Find the equivalent resistance R9 to replace them. 3) R9 is in parallel with R3. Replace with equiv. resist. R10. 4) R1, R10, and R2 are all in series. 5) From here, you can calculate R(total) and I(total) 6) Working backwards, you can find all the missing values: 7) I1 = I10 = I2 = I(total), so now find V1, V10, & V2 8) R10 represents the parallel connection of R3 and R9, therefore, V3 = V9 = V10. Now find their currents (I3 and I9) Continue until you're back to the original 7 resistors. 
Tags 
connection, seriesparallel, solve 
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