DC Circuit Question
a circuit where R1 = 5.50 Ω, R2 = 5.00 Ω, R3 = 1.30 Ω, V1 = 32.40 V, V2 = 32.40 V, and V3 = 36.00 V. I know I have to use Kirchoff's Rules but I think my 3 equations might be incorrect if anyone could give them a quick once over. \[I _{1} + I _{2} + I _{3} = 0\] \[V _{1} +I_{1}R{1} -I_{3}R_{3} +V_{3} = 0 \] \[V_{2}+I_{2}R_{2}-I_{1}R_{1} - V_{1} =0\]
first equation is wrong
Remember, Currents going into a junction = currents going out of a junction
So it's \[I_{1} + I_{3} = I_{2}\]
Actually taking a second look at it I think you are correct I1 = -I2 -I 3
which way did you loop couter or clock wise
Clockwise
Hw first equation is wrong??!!!! @Austin6i6
if you could read @shamim you would see i corrected my self
yeah looks good @Alessandro92
I saw all the three current i1,i2,i3 r directed to one point. So according to chirchoff's law i1+i2+i3=0 Right?
C the drawing of circuit plz!!!
yes that is right
Assumption of direction of current is not correct
So we will get correct direction after all calculation
Alright so my first equation is fine I'm assuming. And no complaints over the last two?
For example if we get i2=-4Amp
Then we will conclude our assumption of direction of i2 was wrong!!!
Yes I know , if we get a negative it simply means current is moving in the opposite direction which we assumed
Direction of i2 is just oposit of our assumption direction
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