For the circuit shown, when the switch is open (R3 and R4 disconnected), vR2 = 15 V. When the switch is closed (R3 and R4 are connected), vR2 = 12 V. Determine the values for R2 and R4. Note: Using voltage divider techniques is probably an effective way to work this problem.

Introductory Circuit Analysis (13th Edition)
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1. For the circuit shown, when the switch is open (R3 and R4 disconnected), vR2 = 15 V. When the switch is closed (R3 and R4 are connected), vR2 = 12 V. Determine the values for R2 and R4. Note: Using voltage divider techniques is probably an effective way to work this
problem.

2. For the circuit shown at right, when the switch is closed (R3 shorted), iR2 = 20 mA. When the switch is open (R3 not shorted), iR2 = 10 mA. Determine the values for R2 and R3. Note: Using current divider techniques is probably an effective way to work this problem.

3.Find the Equivalent resistance Rab and current i.

1. For the circuit shown, when the switch is open (R3 and R4 disconnected), VR2 = 15 V.
When the switch is closed (R3 and R4 are connected), VR2 = 12 V. Determine the values
for R2 and R4.
2. For the circuit shown at right, when the switch is closed (R3 shorted), ir2 = 20 mA.
When the switch is open (Ra not shorted), ir2 = 10 mA.
Determine the values for R2 and R3.
Note: Using current divider techniques is probably an effective way to work this
problem.
Note: Using voltage divider techniques is probably an effective way to work this
problem.
R2 =
Ra =
R2 =
RA =
R,
10 Q
10 2
+
Vs
30 mA
R,
2 kQ'
VR2
20 V
Transcribed Image Text:1. For the circuit shown, when the switch is open (R3 and R4 disconnected), VR2 = 15 V. When the switch is closed (R3 and R4 are connected), VR2 = 12 V. Determine the values for R2 and R4. 2. For the circuit shown at right, when the switch is closed (R3 shorted), ir2 = 20 mA. When the switch is open (Ra not shorted), ir2 = 10 mA. Determine the values for R2 and R3. Note: Using current divider techniques is probably an effective way to work this problem. Note: Using voltage divider techniques is probably an effective way to work this problem. R2 = Ra = R2 = RA = R, 10 Q 10 2 + Vs 30 mA R, 2 kQ' VR2 20 V
3. Find the Equivalent resistance Rab and current i.
13 Ω
24 N
10 2
20 2
240 V
30 Ω
50 N
b
Transcribed Image Text:3. Find the Equivalent resistance Rab and current i. 13 Ω 24 N 10 2 20 2 240 V 30 Ω 50 N b
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