1. The problem statement, all variables and given/known data
Find V, I1, I2 and the power of the 6Ω resistor:
Known:
R1=6Ω
R2=3Ω
Iknown1=8
Iknown2=2
RTotal=2Ω
2. Relevant equations
P=V2/R
P=IV
V=IR
3. The attempt at a solution
To be honest, I've been staring at the problem for hours not knowing where to begin. I thought I'd start with a KCL equation to find I1 and I2, but I'm left with too many unknowns to continue on.
I tried using a point above the 6Ω resistor as a node to find the KCL: Using V1 as my voltage at the node.
-8 -I1+I2=0
= (V1-V)/3 = 8+(V1-V)/6
= V1=V+48
But I don't believe I'm setting up the equation right in the first place.
Find V, I1, I2 and the power of the 6Ω resistor:
Known:
R1=6Ω
R2=3Ω
Iknown1=8
Iknown2=2
RTotal=2Ω
2. Relevant equations
P=V2/R
P=IV
V=IR
3. The attempt at a solution
To be honest, I've been staring at the problem for hours not knowing where to begin. I thought I'd start with a KCL equation to find I1 and I2, but I'm left with too many unknowns to continue on.
I tried using a point above the 6Ω resistor as a node to find the KCL: Using V1 as my voltage at the node.
-8 -I1+I2=0
= (V1-V)/3 = 8+(V1-V)/6
= V1=V+48
But I don't believe I'm setting up the equation right in the first place.
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