(Solved): Given the circuit shown in Fig. 10, determine the frequency for which the impedance across the capa ...

Given the circuit shown in Fig. 10, determine the frequency for which the impedance across the capacitor $\mathrm{C}1$ should have the same magnitude as the value of the resistor R1. What should the peak-to-peak voltage magnitude across the capacitor be when $\mathrm{R}1$ and $\mathrm{C}1$ have the same impedance and the function generator outputs $8{\mathrm{V}}_{\mathrm{p}?\mathrm{p}}$ ? Record this voltage magnitude in the calculated column in Table 4 (over the page). Show all working. Figure 10: RC Circuit Given the circuit shown in Fig. 7, calculate the frequency for which the impedance across the inductor L1 has the same magnitude as the value of the resistor R1. Note that XFG1 is a function generator and XSC1 is an oscilloscope. What should the peak-to-peak voltage magnitude across the inductor be when R1 and L1 have the same impedance and the function generator outputs $10{\mathrm{V}}_{\mathrm{p}?\mathrm{p}}$ ? (Hint: Use voltage divider rule with vectors for impedances. Note that the answer is not $5{\mathrm{V}}_{\mathrm{p}?\mathrm{p}}$ !) Record the calculated inductor voltage in Table 3 (two pages ahead). Figure 7: RL Circuit