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3. Find the equivalent resistance in the network below. .R ingingning ER R ER R R R 4. Find the equivalent resistance in the
3 and 4) Find the equivalent resistance in the networks.
5) Find the currents passing through R2, R5, R6, and R7. See values on the left of image.
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Answer #1

3 - & 3R R А 3R R ym 4 TIR 4 R 3 Last Resistances Reach senes. Their equivalent, RtR+R=3R. This 3R and R are in paralled, theB Iz 4.2 WW swing 1 Zor Iy &72 240 a-27 E I sriH F ABHIA Applying loop sude in 31+81, +5I=24 81 +8I, =24 I tI-3 1.835+1, -3 I

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