Q.4: A 20.0V battery is connected across capacitors Cj=C6=3.0µF and C3= Cs= 2.0C2=2.0C4= 4.0µF. What are (i) the equivalent capacitance Ceq of the capacitors, (ii) the charge stored by Ceq? What are (iii) Vị and (iv) qı of capacitor C1, (v) V2 and (vi) q2 of capacitor C2, (vii) V3 and (viii) q3 of capacitor C3? C2 20.0V

icon
Related questions
Question
Please answer iv,v,vi
**Question 4:**

A 20.0V battery is connected across capacitors \( C_1=C_6=3.0\mu F \) and \( C_3= C_5= 2.0\mu F \), \( C_2=2.0\mu F \), \( C_4= 4.0\mu F \).

What are:
(i) the equivalent capacitance \( C_{eq} \) of the capacitors, 
(ii) the charge stored by \( C_{eq} \)?

What are:
(iii) \( V_1 \) and (iv) \( q_1 \) of capacitor \( C_1 \), 
(v) \( V_2 \) and (vi) \( q_2 \) of capacitor \( C_2 \), 
(vii) \( V_3 \) and (viii) \( q_3 \) of capacitor \( C_3 \)?

**Diagram Explanation:**

The diagram shows a circuit with a 20.0V battery connected to a combination of capacitors. The capacitors are arranged in a mix of series and parallel configurations. Capacitors \( C_1 \) and \( C_6 \) are in parallel with each other and connected across the battery. The capacitors \( C_2, C_4, \) and \( C_5 \) are in parallel, connected in series to the arrangement of \( C_1 \). Capacitor \( C_3 \) is shown in parallel with some of these sets. The values of the capacitors are as follows:

- \( C_1 = 3.0 \mu F \)
- \( C_2 = 2.0 \mu F \)
- \( C_3 = 2.0 \mu F \)
- \( C_4 = 4.0 \mu F \)
- \( C_5 = 2.0 \mu F \)
- \( C_6 = 3.0 \mu F \)
Transcribed Image Text:**Question 4:** A 20.0V battery is connected across capacitors \( C_1=C_6=3.0\mu F \) and \( C_3= C_5= 2.0\mu F \), \( C_2=2.0\mu F \), \( C_4= 4.0\mu F \). What are: (i) the equivalent capacitance \( C_{eq} \) of the capacitors, (ii) the charge stored by \( C_{eq} \)? What are: (iii) \( V_1 \) and (iv) \( q_1 \) of capacitor \( C_1 \), (v) \( V_2 \) and (vi) \( q_2 \) of capacitor \( C_2 \), (vii) \( V_3 \) and (viii) \( q_3 \) of capacitor \( C_3 \)? **Diagram Explanation:** The diagram shows a circuit with a 20.0V battery connected to a combination of capacitors. The capacitors are arranged in a mix of series and parallel configurations. Capacitors \( C_1 \) and \( C_6 \) are in parallel with each other and connected across the battery. The capacitors \( C_2, C_4, \) and \( C_5 \) are in parallel, connected in series to the arrangement of \( C_1 \). Capacitor \( C_3 \) is shown in parallel with some of these sets. The values of the capacitors are as follows: - \( C_1 = 3.0 \mu F \) - \( C_2 = 2.0 \mu F \) - \( C_3 = 2.0 \mu F \) - \( C_4 = 4.0 \mu F \) - \( C_5 = 2.0 \mu F \) - \( C_6 = 3.0 \mu F \)
Expert Solution
Step 1 To determine,

(i) The equivalent capacitanceCeqv(ii) The charge stored by Ceqv.(iii) what are V1 of capacitor C1(iv) charge carried by C1(v) Potential V2(vi) q2 of capacitor C2

Given,

C1=C6=3.0 μF=3×10-6 FC3=C5=2.0C2=2.0C4=4.0 μF=4.0×10-6 FOr, C2=2.0 μF=2.0×10-6 F        C4=2.0 μF=2.0×10-6 F        C3=C5=4.0 μF=4.0×10-6 Fbattery voltageV=20.0 V

steps

Step by step

Solved in 2 steps with 1 images

Blurred answer