Problem 15: Find the charge on 5 µF capacitor in the circuit shown:
Solution
Let C1 = 3 µF C2 = 2 µF and C3 = 5 µF. From the figure, C2 and C3 are in parallel. Therefore, by the formula for the equivalent capacitance of capacitors in parallel, C2,3 = 2 + 5 = 7 µF
Now this capacitor is in series with C1 and by the formula for the equivalent capacitance for series combination
So the equivalent capacitance of the circuit is
To calculate charge on the equivalent capacitance of the circuit, Ce, Q = 2.1 × 6 = 12.6 µF The voltage drop across the capacitance
This is the voltage across the parallel combination of C2 and C3. Now we can calculate charge on C3. Q3 = 5 × 1.8 = 9.0 µF Answer
Pingback:numerical-problems-on-electrostatics-chapter-1-physics-12-msa – msa
Pingback:Numerical Problem 16, Electrostatics, Physics 12 – msa
Pingback:numerical-problem-14-electrostatics-chapter-2-physics-12 – msa