In order to match the Thvenin impedance of a source, the load impedance in Figure P10-61 must

In order to match the Thévenin impedance of a source, the load impedance in Figure P10-61 must be a equation

(a) What impedance \(Z_{2}(s)\) is required if \(R=10 \Omega\) ?

(b) How would you realize \(Z_{2}\) ( \(s\) ) using only resistors, inductors, and/or capacitors? ( Hint: Write \(Z_{\mathrm{L}}(s)\) as a sum of admittances, then solve for \(Y_{2}(s)\).)