Find the total impedance of the circuit, total power (apparent) delivered by the current source, Draw the phasor diagram of the voltage and current at the source, the current passing through the R2 and L1 branch, Draw the phasor diagram of the voltage and current at the R2 and L1 branch. Also, is the circuit inductive, capacitive, or neither (resistive)?

Use mesh current analysis to find the phasor currents. Vl = 12020° V .... ... ... ... .... ... .... ... ... .. ... R1 .. R2 200 R3 300 300 L1 L2 ... .... 140: L3 120 .. 110 ... ... . .. ...

9. An electric circuit consists of two components as shown in the figure below. Z1 R₁ www XL 1 00000 = Z2 HE The generalisation of the resistance and reactance to an AC circuit is a complex number, known as impedance. For the electrical circuit pictured above, the impedance of the first component can be expressed by z₁ = R₁ + X₁i and the impedance of the second component can be expressed by z2 = R₂ - Xci, where R₁ = 3 Q2, XL = 32, R₂ = 42, and Xc = 422. Z Z1 Z2 R2 For electrical circuits connected in parallel, as shown above, the total impendance z of the circuit can be computed using the relationship Xc (a) Compute the total impedance z of the two components. (b) What are the modulus and principal argument of the total impedance?

Kindly choose the appropriate and best answer.