Chapter Questions
Write the circuit equations necessary to find $\mathbf{I}_2$ in the network shown in Figure P6.1.Figure P6.1 can't copy
Write the circuit equations necessary to find $\mathbf{I}_1$ and $\mathbf{I}_2$ in the circuit in Figure P6.2.Figure P6.2 can't copy
Write the circuit equations necessary to determine the loop currents $\mathbf{I}_1$ and $\mathbf{I}_2$ in the network in Figure P6.3.Figure P6.3 can't copy
Find the current $\mathbf{I}_1$ in the circuit in Figure P6.4.Figure P6.4 can't copy
Find the current $\mathbf{I}_2$ in the network shown in Figure P6.5.Figure P6.5 can't copy
Determine the two loop currents shown in the network in Figure P6.6.Figure P6.6 can't copy
Find $\mathbf{I}_2$ in the circuit shown in Figure P6.7.Figure P6.7 can't copy
Find $\mathbf{I}_1$ in the network shown in Figure P6.8.Figure P6.8 can't copy
Find $\mathbf{V}_0$ in the circuit shown in Figure P6.9.Figure P6.9 can't copy
Find $\mathbf{V}_X$ in the circuit shown in Figure P6.10.Figure P6.10 can't copy
Find $\mathbf{V}_X$ in the network shown in Figure P6.11.Figure P6.11 can't copy
Find $\mathbf{I}_A$ in the network in Figure P6.12.Figure P6.12 can't copy
Find $\mathbf{V}_A$ in the network shown in Figure P6.13.Figure P6.13 can't copy
Find $\mathbf{V}_0$ in the circuit shown in Figure P6.14.Figure P6.14 can't copy
Find $\mathbf{I}_2$ in the network shown in Figure P6.15.Figure P6.15 can't copy
Find the voltage gain $\mathbf{V}_0 / \mathbf{v}_S$ of the network shown in Figure P6.16.Figure P6.16 can't copy
Find the voltage gain $\mathbf{V}_0 / \mathbf{V}_S$ for the network shown in Figure P6.17.Figure P6.17 can't copy
Determine the voltage gain $\mathbf{V}_0 / \mathbf{V}_1$ of the network shown in Figure P6.18.Figure P6.18 can't copy
Determine the impedance seen by the source $\mathbf{V}_1$ in the circuit shown in Figure P6.19.Figure P6.19 can't copy
Determine the impedance seen by the source $\mathbf{V}_1$ in the network shown in Figure P6.20.Figure P6.20 can't copy
Given the network shown in Figure P6.21, determine the value of the capacitor $\mathrm{C}$ that will cause the reflected impedance to the primary to be purely resistive.Figure P6.21 can't copy
Analyze the network in Figure P6.22 and determine if a value of $X_C$ can be found such that the output voltage is equal to twice the input voltage.Figure P6.22 can't copy
Find $\mathbf{I}_1$ and $\mathbf{I}_2$ in the circuit shown in Figure P6.23.Figure P6.23 can't copy
Find all voltages and currents in the circuit shown in Figure P6.24Figure P6.24 can't copy
Find $\mathbf{V}_0$ in the network in Figure P6.25.Figure P6.25 can't copy
Find $\mathbf{V}_0$ in the circuit shown in Figure P6.26.Figure P6.26 can't copy
In the network in Figure P6.27 the voltage $\mathbf{V}_0=10 / 0^{\circ} \mathrm{V}$. Find the input voltage $\mathbf{V}_S$.Figure P6.27 can't copy
In the network in Figure P6.28 $\mathbf{I}_2=4 / 0^{\circ} \mathrm{A}$. Find $\mathbf{V}_S$.Figure P6.28 can't copy
In the circuit in Figure P6.29 $\mathbf{V}_0$ is known to be $12 \angle 0^{\circ} \mathrm{V}$. Find $\mathbf{I}_S$.Figure P6.29 can't copy
In the network in Figure P6.30 it is known that $\mathbf{V}_0=4 \angle 30^{\circ} \mathrm{V}$. Find $\mathbf{I}_5$.Figure P6.30 can't copy
The output stage of an amplifier is to be matched to the impedance of a speaker as shown Figure P6.31. If the impedance of the speaker is $8 \Omega$ and the amplifier requires a load impedance of $3.2 \mathrm{k} \Omega$, determine the turns ratio of the ideal transformer.Figure P6.31 can't copy
If the load voltage in the network shown in Figure P6.32 is $100 \angle 0^{\circ} \mathrm{V}$ rms, determine the input voltage $\mathbf{V}_S$.Figure P6.32 can't copy
In the network shown in Figure P6.33, if $\mathbf{V}_L=120 \angle 0^{\circ} \mathrm{V}$ rms and the load $Z_L$ absorbs $500 \mathrm{~W}$ at $0.85 \mathrm{PF}$ lagging, compute the voltage $\mathbf{V}_S$.Figure P6.32 can't copy