R-C Series Circuit. In an AC series circuit containing capacitance C and resistance R. Which of the following statement is true about RC series circuit? R VR a VR (=IR) V(=IZ) lagging power factor VR = IR, Vc = IXc ✓ V = VR+Vc (magnitude sum) C cos a = (R/Z), tan a (Xc/R) Vc(=1Xc) -Vc² ✓ Vs = √(VR^2 + Vc^2) ✓impedance triangle, Z= √(R^2 + Xc^2) Vc va VR 1 Ja Z R the current I leads the applied voltage V by an angle lying between 0° and 90° (depending on the values of VR an VC); leading power factor

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R-C Series Circuit. In an AC series circuit containing capacitance C and resistance R.
Which of the following statement is true about RC series circuit?
la
R
VR
VA (=IR)
V(=IZ)
lagging power factor
VR = IR, Vc = IXc
V V = VR + Vc (magnitude sum)
cosa = (R/Z), tana (Xc / R )
C
[Ve (= IXC)
-Vc²
V Vs = √(VR^2 + Vc^2)
V impedance triangle, Z = √ (R^2 + Xc^2)
Vc
va
VB 1
a
Z
R
the current I leads the applied voltage V by an angle lying between 0° and 90° (depending on the values of VR an
VC); leading power factor
Transcribed Image Text:R-C Series Circuit. In an AC series circuit containing capacitance C and resistance R. Which of the following statement is true about RC series circuit? la R VR VA (=IR) V(=IZ) lagging power factor VR = IR, Vc = IXc V V = VR + Vc (magnitude sum) cosa = (R/Z), tana (Xc / R ) C [Ve (= IXC) -Vc² V Vs = √(VR^2 + Vc^2) V impedance triangle, Z = √ (R^2 + Xc^2) Vc va VB 1 a Z R the current I leads the applied voltage V by an angle lying between 0° and 90° (depending on the values of VR an VC); leading power factor
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