Design the CS stage for a voltage gain (Av = Vout/Vin) of -4, a power

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Design the CS stage for a voltage gain (Av = Vout/Vin) of -4, a power budget (P) of 2 mW, and a voltage drop of 200 mV across Rs. The overdrive voltage of M1 must not exceed 300 mV, and R1+R2 must consume less than 0.1 mW. Use μnCox = 200 μA/V2, VTH = 0.4 V, λ = 0, VDD = 1.8 V and. The coupling capacitors (C) are short circuits at frequencies of interest. (a) Determine Rs1, R1, R2 (b) Determine W/L (c) Determine RD (d) Verify that M1 operates in saturation. If not, why is it?

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Design the CS stage for a voltage gain $(A_{v} = Vout / Vin)$ of -4 , a power budget ( P $)$ of 2 mW , and a voltage drop of 200 mV across Rs. The overdrive voltage of $M_{1}$ must not exceed 300 mV , and $R_{1} + R_{2}$ must consume less than 0.1 mW . Use $μ_{n} C_{ox} = 200 μ A / V_{2}, V_{TH} = 0.4 V, λ$ $= 0, V_{D D} = 1.8 V$ and. The coupling capacitors $(C)$ are short circuits at frequencies of interest. (a) Determine $R_{s 1}, R_{1}, R_{2}$ (b) Determine $W / L$ (c) Determine $R_{D}$ (d) Verify that $M_{1}$ operates in saturation. If not, why is it?