39. Calculate 1₂ and V₂ for the ideal transformer circuit of Fig. 13.61 if (a) V₁ = 4 /32 V and Z₁ = 1-j2; (b) V₁ = 4/32° V and Z₁ = 0; (c) V₁ = 2/118° V and Z₁ = 1.5/10°92. 40. With respect to the ideal transformer circuit depicted in Fig. 13.61, calculate 1₂ and V₂ if (a) I₁ = 244/0° mA and Z₁ = 5-j2 2; (b) I₁ = 100/10° mA and Z₁ =j2 92. FIGURE 13.61 Z₂V₂
39. Calculate 1₂ and V₂ for the ideal transformer circuit of Fig. 13.61 if (a) V₁ = 4 /32 V and Z₁ = 1-j2; (b) V₁ = 4/32° V and Z₁ = 0; (c) V₁ = 2/118° V and Z₁ = 1.5/10°92. 40. With respect to the ideal transformer circuit depicted in Fig. 13.61, calculate 1₂ and V₂ if (a) I₁ = 244/0° mA and Z₁ = 5-j2 2; (b) I₁ = 100/10° mA and Z₁ =j2 92. FIGURE 13.61 Z₂V₂
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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Can you address question 40 in attached photo please? Thank you.

Transcribed Image Text:### Text Transcription for Educational Purposes
---
**Exercise 39:**
Calculate \( I_2 \) and \( V_2 \) for the ideal transformer circuit of Fig. 13.61 if:
(a) \( V_1 = 4 \angle 32^\circ \, V \) and \( Z_L = 1 - j \, \Omega \);
(b) \( V_1 = 4 \angle 32^\circ \, V \) and \( Z_L = 0 \);
(c) \( V_1 = 2 \angle 118^\circ \, V \) and \( Z_L = 1.5 \angle 10^\circ \, \Omega \).
---
**Exercise 40:**
With respect to the ideal transformer circuit depicted in Fig. 13.61, calculate \( I_2 \) and \( V_2 \) if:
(a) \( I_1 = 244 \angle 0^\circ \, \text{mA} \) and \( Z_L = 5 - j2 \, \Omega \);
(b) \( I_1 = 100 \angle 10^\circ \, \text{mA} \) and \( Z_L = j2 \, \Omega \).
---
### Description of Figure 13.61
The diagram shows an ideal transformer circuit.
- On the left side of the transformer, \( V_1 \) is applied to the primary coil and \( I_1 \) is the current flowing through it.
- The transformer is labeled with a turns ratio of 1:6.
- On the right side, connected to the secondary coil, is a load impedance \( Z_L \), with current \( I_2 \) flowing through it and producing a voltage \( V_2 \) across \( Z_L \).
- The transformer symbol is denoted by two inductive coils, indicating it is a step-up transformer due to the 1:6 turns ratio.
This configuration is used for studying the behavior of ideal transformers under various load conditions indicated in the exercises.
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