V₁ V₂ Answer: Answer: 2R w ww 3R Consider the network above with V₁ =7V, V₂ = 8V, and R = 4k. Treat the op-amp as real, with ß = 2 × 10³, R₂ = 1.2M2, and Ry, = 90. a. What is the voltage vy across the input terminals? b. What is the current ix through the input terminals? Answer: www R c. What is the "ideal" output voltage (treating the op-amp as ideal)? Answer: + Vout |0|||1 d. What is the difference between the ideal and real output voltage? (Compute Vreal - Videal.) (Enter 8 digits of precision for part (a). Enter 4 digits for the rest.)

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### Educational Content on Operational Amplifier Circuit

#### Diagram Description
The circuit diagram shows an operational amplifier (op-amp) configuration with two input voltages, \( V_1 = 7V \) and \( V_2 = 8V \). The components include:
- A resistor \( 2R \) connected to \( V_1 \).
- A resistor \( 3R \) connected to \( V_2 \).
- A resistor \( R \) connected in feedback with the op-amp.
- The output voltage is denoted by \( v_{\text{out}} \).

#### Circuit Analysis
Consider the network described:
- Op-amp: Treated as real with parameters \( \beta = 2 \times 10^5 \), \( R_x = 1.2M\Omega \), and \( R_y = 90\Omega \).
- Resistor value \( R = 4k\Omega \).

#### Questions for Analysis

a. **What is the voltage \( v_x \) across the input terminals?**

   **Answer:** [Input Box]

b. **What is the current \( i_x \) through the input terminals?**

   **Answer:** [Input Box]

c. **What is the "ideal" output voltage (treating the op-amp as ideal)?**

   **Answer:** [Input Box]

d. **What is the difference between the ideal and real output voltage?**
   - Compute \( v_{\text{real}} - v_{\text{ideal}} \).

   **Answer:** [Input Box]

**Note:** Enter 8 digits of precision for part (a). Enter 4 digits for the rest.
Transcribed Image Text:### Educational Content on Operational Amplifier Circuit #### Diagram Description The circuit diagram shows an operational amplifier (op-amp) configuration with two input voltages, \( V_1 = 7V \) and \( V_2 = 8V \). The components include: - A resistor \( 2R \) connected to \( V_1 \). - A resistor \( 3R \) connected to \( V_2 \). - A resistor \( R \) connected in feedback with the op-amp. - The output voltage is denoted by \( v_{\text{out}} \). #### Circuit Analysis Consider the network described: - Op-amp: Treated as real with parameters \( \beta = 2 \times 10^5 \), \( R_x = 1.2M\Omega \), and \( R_y = 90\Omega \). - Resistor value \( R = 4k\Omega \). #### Questions for Analysis a. **What is the voltage \( v_x \) across the input terminals?** **Answer:** [Input Box] b. **What is the current \( i_x \) through the input terminals?** **Answer:** [Input Box] c. **What is the "ideal" output voltage (treating the op-amp as ideal)?** **Answer:** [Input Box] d. **What is the difference between the ideal and real output voltage?** - Compute \( v_{\text{real}} - v_{\text{ideal}} \). **Answer:** [Input Box] **Note:** Enter 8 digits of precision for part (a). Enter 4 digits for the rest.
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