9. An electric circuit consists of two components as shown in the figure below. Z1 www R₁ ellee XL 22 www Z2 R₂ Xc 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 + XLi and the impedance of the second component can be expressed by 22 = R2 - Xci, where R₁ = 392, XL = 392, R₂ = 492, and Xc = 492. For electrical circuits connected in parallel, as shown above, the total impendance z of the circuit can be computed using the relationship 1 1 (a) Compute the total impedance z of the two components. (b) What are the modulus and principal argument of the total impedance?

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9. An electric circuit consists of two components as shown in the figure below.
ZI
R₁
www
voooo
XL
22
www
10 - 12/2+1/2/201
=
카
R₂
Xc
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 + XLi and the impedance of the second component
can be expressed by z2 = R₂ - Xci, where R₁ = 30, X₁ = 39, R₂ = 492, and Xc = 492.
For electrical circuits connected in parallel, as shown above, the total impendance z of the
circuit can be computed using the relationship
(a) Compute the total impedance z of the two components.
(b) What are the modulus and principal argument of the total impedance?
Transcribed Image Text:9. An electric circuit consists of two components as shown in the figure below. ZI R₁ www voooo XL 22 www 10 - 12/2+1/2/201 = 카 R₂ Xc 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 + XLi and the impedance of the second component can be expressed by z2 = R₂ - Xci, where R₁ = 30, X₁ = 39, R₂ = 492, and Xc = 492. For electrical circuits connected in parallel, as shown above, the total impendance z of the circuit can be computed using the relationship (a) Compute the total impedance z of the two components. (b) What are the modulus and principal argument of the total impedance?
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