Hello everyone,
I have attached the 3 questions I am wrestling with.
For 10 I used the equation: \(f_{0}=\frac{1}{2\pi\sqrt{LC}}\) to obtain \(f_{0}=50.3kHz\)
For 11 I used the equation: \(R_{D}=\frac{L}{r_{L}C}\), with \(r_{L}=100\Omega\) to obtain \(R_{D}=100k\Omega\)
For 12 I treated it as if it was a voltage divider so: \(V_{out}=1\times\frac{100k\Omega}{100k\Omega + 10k\Omega}=0.91V\)
I feel as if this is incorrect. Can anyone just give this a quick check over as I am relatively new to AC circuits.
I have attached the 3 questions I am wrestling with.
For 10 I used the equation: \(f_{0}=\frac{1}{2\pi\sqrt{LC}}\) to obtain \(f_{0}=50.3kHz\)
For 11 I used the equation: \(R_{D}=\frac{L}{r_{L}C}\), with \(r_{L}=100\Omega\) to obtain \(R_{D}=100k\Omega\)
For 12 I treated it as if it was a voltage divider so: \(V_{out}=1\times\frac{100k\Omega}{100k\Omega + 10k\Omega}=0.91V\)
I feel as if this is incorrect. Can anyone just give this a quick check over as I am relatively new to AC circuits.
