Explanation:
ক) The resistance
Resistance (R) is not frequency-dependent. It remains constant regardless of the frequency in an RLC circuit. It doesn't change with frequency, so it does not influence whether the circuit behaves more inductively or capacitively. Therefore, this option is incorrect.
খ) The inductance
Inductance (L) is the key here.
The inductive reactance XL=2πfL increases with frequency. As the frequency increases, the inductive reactance increases, making the circuit behave more inductively.
In simple terms: higher frequency = higher inductive reactance, and the inductor dominates the behavior of the circuit.
So, this is the correct answer because as frequency increases, the inductive reactance increases, causing the circuit to behave more inductively.
গ) The capacitance
Capacitance (C) has a different effect: it causes capacitive reactance to behave inversely with frequency.Capacitive reactance XC=1/2πfC decreases with frequency. As frequency increases, the capacitive effect decreases. This means the capacitor has less of an influence on the circuit as the frequency goes up.
So, capacitance actually reduces the circuit's inductive behavior as the frequency increases, rather than increasing it.
Therefore, this option is incorrect.
ঘ) The reactance of the capacitor
Reactance of the capacitor XC decreases with an increase in frequency, as explained above. So, as frequency increases, the capacitive reactance becomes smaller, meaning the circuit becomes less capacitive and more inductive.
However, the reactance of the capacitor is a consequence of the capacitance, and it decreases with higher frequency. It doesn't increase the inductive behavior. Therefore, this option is also incorrect.