2. Consider the circuit below. The values of the resistors and battery are: R₁ =5Q, R₂ =3Q, R₂ = 1 Q, R = 4, V₁=14 V R1 R2 to V₁ W R4 www R3 a. What is I, through R.? b. What is the voltage across R.? c. Now imagine all the resistors have been replaced with capacitors. The values of capacitances are C₁ = 7 mF, C₂ =2 mF, C, = 1 mF, and C₂ = 5 mF. What is the equivalent capacitance of all capacitors in the circuit? d. How much charge is stored on C₁?
2. Consider the circuit below. The values of the resistors and battery are: R₁ =5Q, R₂ =3Q, R₂ = 1 Q, R = 4, V₁=14 V R1 R2 to V₁ W R4 www R3 a. What is I, through R.? b. What is the voltage across R.? c. Now imagine all the resistors have been replaced with capacitors. The values of capacitances are C₁ = 7 mF, C₂ =2 mF, C, = 1 mF, and C₂ = 5 mF. What is the equivalent capacitance of all capacitors in the circuit? d. How much charge is stored on C₁?
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Transcribed Image Text:2. Consider the circuit below. The values of the resistors and battery are:
R₁ =5Q, R₂ =3Q, R₂ = 1 Q, R = 4, V₁ = 14 V
R1
tr
V
R2
W
R4
R3
a. What is I, through R.?
b. What is the voltage across R.?
c. Now imagine all the resistors have been replaced with capacitors. The
values of capacitances are C₁ = 7 mF, C₂ = 2 mF, C; = 1 mF, and C₂ = 5 mF.
What is the equivalent capacitance of all capacitors in the circuit?
d. How much charge is stored on C₁?
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Step 1: Identification of physical quantities in the question
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VIEWStep 3: Calculation for current in resistance R3
VIEWStep 4: Calculation for voltage through R3
VIEWStep 5: Calculation for the equivalent capacitance
VIEWStep 6: Calculation for charge stored in c1
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