We can check the answer to the previous question by remembering that the LC system is analogous to a mass-spring system whose natural frequency is (k/m) $1 / 2$ . The correct analogy is
A) C $\propto$ k and L $\propto$ m.
B) C $\propto$ 1/k and L $\propto$ m.
C) C $\propto$ m and L $\propto$ 1/k.
D) C $\propto$ 1/m and L $\propto$ 1/k.

Question

Quizplus · Accepted Answer

The correct analogy between an LC circuit and a mass-spring system is that the capacitance (C) is inversely proportional to the spring constant (k), and the inductance (L) is directly proportional to the mass (m). This is because the natural frequency of an LC circuit is given by $1/\sqrt{LC}$, which is analogous to the natural frequency of a mass-spring system, $\sqrt{k/m}$.

We Can Check the Answer to the Previous Question by Remembering