11. stop the simulation and toggle switch s2 to conned to rl1 by pressing the “2” key. double click…

11. stop the simulation and toggle switch s2 to conned to rl1 by pressing the “2” key. double click multimeter xmm4 and verify it is set to dc volts.\nfigure 6. s2 connected to rl1 and multimeter xmm4 set to dc volts\n12. use the formula for total series resistance to determine the total equivalent resistance of the circuit.\n$r_t=$\n13. use ohm’s law to calculate the total circuit current.\n$i=$\n14. using the voltage divider rule, calculate the voltage across $r_0$ and $r_{l1}$.

11. stop the simulation and toggle switch s2 to conned to rl1 by pressing the “2” key. double click multimeter xmm4 and verify it is set to dc volts.\nfigure 6. s2 connected to rl1 and multimeter xmm4 set to dc volts\n12. use the formula for total series resistance to determine the total equivalent resistance of the circuit.\n$r_t=$\n13. use ohm’s law to calculate the total circuit current.\n$i=$\n14. using the voltage divider rule, calculate the voltage across $r_0$ and $r_{l1}$.

Answer

Explanation:

Step1: Identify resistors in series

From the circuit, we have $R_0 = 450\Omega$ and $R_{L1}=150\Omega$.

Step2: Calculate total equivalent resistance

For resistors in series, $R_T=R_0 + R_{L1}$. So $R_T=450 + 150=600\Omega$.

Step3: Calculate total circuit current using Ohm's Law

Ohm's Law is $I=\frac{V}{R_T}$, where $V = 120V$ and $R_T = 600\Omega$. So $I=\frac{120}{600}=0.2A$.

Step4: Calculate voltage across $R_0$ using voltage - divider rule

The voltage - divider rule for $R_0$ is $V_{R_0}=\frac{R_0}{R_T}\times V$. Substituting values, $V_{R_0}=\frac{450}{600}\times120 = 90V$.

Step5: Calculate voltage across $R_{L1}$ using voltage - divider rule

The voltage - divider rule for $R_{L1}$ is $V_{R_{L1}}=\frac{R_{L1}}{R_T}\times V$. Substituting values, $V_{R_{L1}}=\frac{150}{600}\times120 = 30V$.

Answer:

$R_T = 600\Omega$, $I = 0.2A$, $V_{R_0}=90V$, $V_{R_{L1}} = 30V$