14.20 A load consists of a resistance connected in parallel with a capacitive reactance is taking 20 kVA at 0.8 power factor and fed from a source through a transmission line that has an impedance of 8 + j10 N as shown in Figure 14-33. The rms voltage across the load is 60020° V rms. Find a. The values of the load resistance and reactance. The supply voltage, V,. 8 +j10 ! R Vs FIGURE 14-33: Circuit schematic for problem 14.20.
14.20 A load consists of a resistance connected in parallel with a capacitive reactance is taking 20 kVA at 0.8 power factor and fed from a source through a transmission line that has an impedance of 8 + j10 N as shown in Figure 14-33. The rms voltage across the load is 60020° V rms. Find a. The values of the load resistance and reactance. The supply voltage, V,. 8 +j10 ! R Vs FIGURE 14-33: Circuit schematic for problem 14.20.
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
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
Transcribed Image Text:**Problem 14.20:** A load consists of a resistance connected in parallel with a capacitive reactance, is taking 20 kVA at 0.8 power factor, and fed from a source through a transmission line that has an impedance of \(8 + j10 \, \Omega\) as shown in Figure 14-33. The rms voltage across the load is \(600 \angle 0^\circ \, V \, \text{rms}\). Find
a. The values of the load resistance and reactance.
b. The supply voltage, \(V_s\).
**Figure Description:**
**FIGURE 14-33:** Circuit schematic for problem 14.20.
- The diagram shows a source voltage \(V_s\) connected to a series impedance of \(8 + j10 \, \Omega\).
- The load consists of a resistor \(R\) in parallel with a capacitive reactance \(-jX\).
This setup outlines the given problem for analysis and solution.
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