MarksRiser
MarksRiser
NEET2026Physics-Capacitance

NEET 2026 Physics Combination of Capacitors MCQ Question

Type: MCQ-numerical-Medium-Class 12

Five capacitors of capacitances C₁ = C₂ = C₃ = C₄ = 10 μF and C₅ = 2.5 μF are connected as shown, along with a battery of 50 V. The equivalent capacitance and the charges on each capacitor respectively are:

Question diagram
A

5 μF, 125 μC on C₁ to C₄ and 25 μC on C₅

B

5 μF, 125 μC on all capacitors

C

5 μF, 250 μC on all capacitors

D

4 μF, 250 μC on C₁ to C₄ and 125 μC on C₅

Correct Answer

Option B

Detailed Explanation

Topic: Capacitance → Combination of Capacitors Difficulty: 🟡 Medium

✅ Ans: B → 5 μF,  125 μC5\,\mu F,\;125\,\mu C on all capacitors

First, C1,C2,C3,C4C_1,C_2,C_3,C_4 are four identical capacitors in series:

Cs=104=2.5 μFC_s=\frac{10}{4}=2.5\,\mu F

This is in parallel with C5=2.5 μFC_5=2.5\,\mu F:

Ceq=2.5+2.5=5 μFC_{eq}=2.5+2.5=\boxed{5\,\mu F}

Total charge:

Q=CeqV=5×50=250 μCQ=C_{eq}V=5\times50=\boxed{250\,\mu C}

Since the two parallel branches each have 50V50V:

For series branch:

Qs=CsV=2.5×50=125 μCQ_s=C_sV=2.5\times50=\boxed{125\,\mu C}

In a series combination, charge on each capacitor is the same.

Thus:

QC1=QC2=QC3=QC4=QC5=125 μC\boxed{Q_{C_1}=Q_{C_2}=Q_{C_3}=Q_{C_4}=Q_{C_5}=125\,\mu C}

🧠 NEET Trick

Series → same charge Parallel → same potential difference

⚠️ The screenshot marks A, but the calculation gives B.

Found an issue with this question?