The input to the ideal operational amplifier shown in Figure 7-29 (p. 332) is 0.5 V rms. Find the rms value of the output for each of the following combinations of resistor values: (a) R1 = Rf = 10 kOhm, (b) R1 = 20 kOhm, Rf = 100 kOhm
The input to the ideal operational amplifier shown in Figure 7-29 (p. 332) is 0.5 V rms. Find the rms value of the output for each of the following combinations of resistor values: (a) R1 = Rf = 10 kOhm, (b) R1 = 20 kOhm, Rf = 100 kOhm
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The input to the ideal operational amplifier shown in Figure 7-29 (p. 332) is 0.5 V rms. Find the rms value of the output for each of the following combinations of resistor values: (a) R1 = Rf = 10 kOhm, (b) R1 = 20 kOhm, Rf = 100 kOhm

Transcribed Image Text:**Figure 7-29 (Exercise 7-6): Operational Amplifier Circuit**
This figure illustrates an inverting operational amplifier circuit. The key components of the circuit include:
- **Resistors:**
- \( R_1 \): Connected to the input voltage \( v_i \).
- \( R_f \): Feedback resistor connecting the output back to the input.
- **Operational Amplifier:**
- The op-amp has two input terminals: the inverting input (marked with a "-") and the non-inverting input (marked with a "+").
- The non-inverting input is grounded.
- **Input and Output:**
- \( v_i \): Input voltage entering through \( R_1 \) into the inverting input.
- \( v_o \): Output voltage from the op-amp.
The circuit functions as an amplifier where the output voltage \( v_o \) is an inverted, scaled version of the input voltage \( v_i \), determined by the ratio of the resistors \( R_f \) and \( R_1 \). This configuration allows the circuit to provide controlled gain to the input signal.
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