Construct the circuit of Figure 3 shown below. Insert the measured value of Rs. Rs measured Function E generator Frequency 500 Hz 700 Hz 1000 Hz 2000 Hz 4000 Hz Vc (p-p) 2 V 2 V 2 V 2 V 2 V DMM Ammeter A Vc (rms) Rs ww 100 Q In this part, the inductor of part 2 is replaced by the capacitor. Here again, the voltage across the capacitor will be kept constant while the frequency of that voltage is varied. 0.707 V 0.707 V 0.707 V 0.707 V 0.707 V C = 0.1 F Set the voltage Vc across the 0.1-F capacitor to 2 V (p-p) using the oscilloscope. Note that the first frequency of Table 3 is 500 Hz. In addition, note that it is the voltage across the capacitor that is set to 2 V (p-p) as the rms level of the current is measured using the DMM. Table 3 Figure 3. + = Measurement: Irms V Oscilloscope X(meas) = V C(rms) Ims Calculation: Xc (calc) = 1 2fC (a) Calculate the reactance Xc (magnitude only) at each frequency using measure data Vc (rms) and Irms. Insert the values in Table 3 under the heading "Xc (meas) = Vc (rms)/Irms." (b) Calculate the reactance Xc = 1/2 f at each frequency of Table 3 using the nameplate value of capacitance (0.1 F). Insert the values in last column of Table 3. (c) How do the measured and calculated values of Xc compare? What is the largest percent difference between the measured and calculated values? (Write comments and results below.) (d) Plot the measured value of Xc versus frequency on Graph 2 (shown below). Label the curve and plot the points accurately.