### Problem StatementA person is working near the secondary of a transformer, as shown in the figure below. The primary voltage is 120 V (rms) at 60.0 Hz. The capacitance \( C_s' \), which is the stray capacitance between the hand and the secondary winding, is 22.0 pF. Assuming the person has a body resistance to ground \( R_b = 45.0 \, \text{k}\Omega \), determine the rms voltage across the body. *Hint:* Redraw the circuit with the secondary of the transformer as a simple AC source.### Diagram ExplanationThe diagram illustrates a transformer with a secondary winding that produces a 5,000 V output. A human hand is depicted close to the secondary winding, indicating the presence of a stray capacitance \( C_s' \). This capacitance is in series with the human body, represented by a resistor \( R_b \), which is connected to the ground.- **Transformer**: A coil on the left side symbolizing the transformation of AC voltages.- **Capacitance \( C_s' \)**: A capacitor symbol is shown between the transformer and the human hand, labeled as 22.0 pF.- **Resistance \( R_b \)**: A resistor symbol is displayed representing the body resistance, labeled as 45.0 kΩ.- **Ground Connections**: The transformer and the body are grounded, depicted with standard ground symbols.This setup models the electrical circuit to analyze the voltage experienced by a person due to stray capacitance while working near high-voltage equipment.

Answered: Image /qna-images/answer/16ad121d-e127-4611-bf22-c3f7756c5771.jpg

A person is working near the secondary of a transformer, as shown in the figure below. The primary voltage is 120 V (rms) at 60.0 Hz. The capacitance C, which is the stray capacitance between the hand and the secondary winding, is 22.0 pF. Assuming the person has a body resistance to ground R = 45.0 kn, determine the rms voltage across the body. Hint: Redraw the circuit with the secondary of the transformer as a simple AC source. Transformer eeeeeeeeee 5 000 V R₂-

A person is working near the secondary of a transformer, as shown in the figure below. The primary voltage is 120 V (rms) at 60.0 Hz. The capacitance C, which is the stray capacitance between the hand and the secondary winding, is 22.0 pF. Assuming the person has a body resistance to ground R = 45.0 kn, determine the rms voltage across the body. Hint: Redraw the circuit with the secondary of the transformer as a simple AC source. Transformer eeeeeeeeee 5 000 V R₂-

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

Asap plxxxxxxx
I connect a 1012 Ω resistor, a 1.2-µF capacitor, and a 0.85-H inductor in series with a V = 200 sin(314t) volts supply. What is the rms current in the circuit? a) 0.055 A b) 0.077 A c) 0.109 A. d) none of these.
A person is working near the secondary of a transformer, as shown in the figure below. The primary voltage is 120 V (rms) at 60.0 Hz. The capacitance Cs, which is the stray capacitance between the hand and the secondary winding, is 23.0 pF. Assuming the person has a body resistance to ground Rb = 45.0 kΩ, determine the rms voltage across the body. Hint: Redraw the circuit with the secondary of the transformer as a simple AC source. _________ V
The AC EMF in this electric circuit is described by the following equation: E = 40Ve¹(20)t What is the average power (in W) supplied by the EMF to the electric circuit? 12.5 mF 252 25 mF X 156.89 ele 100 mH
The output EMF of a generator is given by V (t) = a sin(wt), where a = 231 V. Find the rms current in the circuit when this generator is connected to a 118 N resistor. Answer in units of A.
A transformer has a primary coil with 125 turns of wire and a secondary coil with 625 turns. An AC power supply connected across the primary coil has a voltage given by the function Δv = (160 V)sin(?t). What rms voltage (in V) is measured across the secondary coil?
A transformer has 100 turns on the primary and 300 turns on the secondary. The primary rms voltage is 12 V and the load is 30 ohms. Find the rms voltage across the load, the rms current through the load, and the rms current in the primary. O 36 V, 1.2 A, 3.6 A O 4V, 0.13 A, 0.4 A O 36 V, 0,4 A, 1.2 A O 36 V, 1.2 A, 1.2 A