Q1. Find the output waveform
If the input to the ideal op-amp circuit below is A ext{sin}(\omega t)+ B ext{cos}(2 \omega t) where A and B are constants, and \omega is the angular frequency, what is the output waveform?

Question

Q1. Find the output waveform 
 If the input to the ideal op-amp circuit below is   A	ext{sin}(\omega t)+ B	ext{cos}(2 \omega t)  where   A  and   B  are constants, and   \omega  is the angular frequency, what is the output waveform?

Answer

V_{out}(t) = H(\omega) A	ext{sin}(\omega t + 	heta(\omega) )+ H(2\omega) B 	ext{cos}(2\omega t + 	heta(2\omega))  given that    H(\omega)e^{j	heta(\omega)} = \frac{R_2}{R_1(1 + j\omega C_1R_2)}

Answer

V_{out}(t) = H(\omega) A	ext{sin}(\omega t + 	heta(\omega) )+ H(\omega) B 	ext{cos}(2\omega t + 	heta(\omega))  given that    H(\omega)e^{j	heta(\omega)} = \frac{R_2}{R_1(1 + j\omega C_1R_2)}

Answer

V_{out}(t) = H(\omega) A	ext{sin}(\omega t + 	heta(\omega) ) - H(\omega) B 	ext{cos}(2\omega t + 	heta(\omega))  given that    H(\omega)e^{j	heta(\omega)} = \frac{R_1R_2}{(1 + j\omega C_1R_1)}

Answer

V_{out}(t) = H(\omega) A	ext{sin}(\omega t + 	heta(\omega) )+ H(2\omega) B 	ext{cos}(2\omega t + 	heta(2\omega))  given that    H(\omega)e^{j	heta(\omega)} = \frac{R_1}{R_2(1 + j\omega C_1R_1)}

Answer

V_{out}(t) = H(\omega) A	ext{sin}(\omega t + 	heta(\omega) )+ H(\omega) B 	ext{cos}(2\omega t + 	heta(\omega))  given that    H(\omega)e^{j	heta(\omega)} = \frac{R_1}{R_2(1 + j\omega C_1R_1)}

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Q1. Find the output waveform If the input to the ideal op-amp circuit below is...

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