Q124 / 150 · MHT CET 2025 (22 Apr Shift 1) · Physics
The graph shows the variation of voltage (v) across the plates of two parallel plate capacitors A and B versus increase of charge Q stored in them. Then


- Acapacity of both capacitors is same.
- Correct answerBcapacity of $A$ is higher than $B$.
- Ccapacity of $B$ is higher than $A$.
- Dcapacity of both is zero.
Solution
The relationship between charge and voltage for a capacitor is given by $Q = CV$, which rearranges to $V = \frac{1}{C}Q$.
Comparing this with the standard linear form $y = mx$, the slope of the V-Q graph equals $\frac{1}{C}$.
Since capacitor B's graph has a steeper slope than A's, we have $\frac{1}{C_B} > \frac{1}{C_A}$, and thus $C_B < C_A$.
Therefore, capacitor B has smaller capacitance than capacitor A.
Final answer: $\boxed{B}$
Hence, the correct answer is option: 'B'.