Which of the following represents the variation of inductive reactance (X_L ) with the frequency of voltage source (V) ?

Correct answer: (A). Inductive reactance, X_L=ω L Here ω=2 Π f ∴ X_L=2 Π f L ⇒ X_L ∝ f Thus, variation of inductive reactance X_L is linear with the frequency of voltage source.

Q131 / 180 · KCET 2018 · Physics

Which of the following represents the variation of inductive reactance $ \left(X_{L}\right) $ with the frequency of voltage source $ (\mathrm{V}) $ ?

Correct answer
A
B
C
D

Solution

Inductive reactance, $X_{L}=\omega L$ Here $\omega=2 \Pi f$ $\therefore X_{L}=2 \Pi f L$ $\Rightarrow X_{L} \propto f$ Thus, variation of inductive reactance $X_{L}$ is linear with the frequency of voltage source.

Hence, the correct answer is option: 'A'.

Relevant Questions

A series LCR circuit containing an AC source of 100 V has an inductor and a capacitor of reactances and respectively. If a resistance of is 2025AC Circuits
In an series circuit, the value of only capacitance is varied. The resulting variation of resonance frequency as a function of can be repres2024AC Circuits
The figure shows variation of and with frequency in a series circuit. Then, for what frequency point is the circuit capacitive?2024AC Circuits
Total impedance of a series circuit varies with angular frequency of the source connected to it as shown in the graph. The quality factor of2023AC Circuits
In series circuit at resonance, the phase difference between voltage and current is2023AC Circuits
A series resonant circuit contains a capacitance and an inductor of . The frequency of electrical oscillations will be2022AC Circuits

Which of the following represents the variation of inductive reactance \( \left(X_{L}\right) \) with the frequency of voltage source \( (\mathrm{V}) \) ?

Solution

Relevant Questions