Calculate Equivalent Resistance & Current Thru R1: Ohm's Law Problem

AI Thread Summary
The discussion focuses on calculating the equivalent resistance of a resistor network and determining the current through resistor R1 when a 6V battery is connected. The equivalent resistance is calculated as approximately 17.86 ohms. To find the current through R1, it is essential to first determine the voltage drop across R4, as the total voltage across R1 and R4 must equal the battery voltage. The direction of the current is influenced by the battery's connection but does not affect the calculations. Understanding the circuit's breakdown is crucial for solving the problem effectively.
mujadeo
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Homework Statement


Calculate the equivalent resistance of the network shown in the diagram. The resistances are: R1 = 12 ohm, R2 = 5 ohm, R3 = 15 ohm, and R4 = 15 ohm.

no prob here

Req = [(1/12)+(1/5)+(1/15)]^-1 + 15 = 17.86ohm

When a battery with E = 6 V and zero internal resistance is attached across this network, what current flows through resistor R1?



Homework Equations


Cant figure out if the current thru R1 is actually Req or R1.
When i use V=IR none of the answers come out correct.
Please help


The Attempt at a Solution

 

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To find the current through R1, find the voltage across it. Hint: First find the voltage drop across R4.
 
why do i need to know voltage drop across r4?
also does it matter which dorection the current is going?
 
mujadeo said:
why do i need to know voltage drop across r4?
Because the voltage across R1 + the voltage across R4 adds up to the total voltage.
also does it matter which dorection the current is going?
No, that just depends on which way the battery was connected.
 
ok i needed to relearn circuit breakdown and then build it back up.
thanks
 

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