Capacitors in parallel ACTIVITY 3. DERIVE AND ANALYZE Direction. Follow the instruction and derive the formula given. Write your derivation on the answer sheet. 1. Using the definition C = QN, show that for a SERIES connection of capacitors: 1/C = 1/C1 + 1/C2. What does this equation mean? What happens to C as more and more capacitors are connected in series? 2. Using the definition C = QN, show that for a PARALLEL connection of capacitors: C= C1 + C2. What does this equation mean? What happens to C as more and more capacitors are connected in parallel?

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Follow the instruction and derive the formula given.
Capacitors in parallel
ACTIVITY 3. DERIVE AND ANALYZE
Direction. Follow the instruction and derive the formula given. Write your derivation on the answer sheet.
1. Using the definition C = QN, show that for a SERIES connection of capacitors: 1/C = 1/C1 + 1/C2.
What does this equation mean? What happens to C as more and more capacitors are connected in
series?
2. Using the definition C = QN, show that for a PARALLEL connection of capacitors: C = C1 + C2. What
does this equation mean? What happens to C as more and more capacitors are connected in parallel?
Transcribed Image Text:Capacitors in parallel ACTIVITY 3. DERIVE AND ANALYZE Direction. Follow the instruction and derive the formula given. Write your derivation on the answer sheet. 1. Using the definition C = QN, show that for a SERIES connection of capacitors: 1/C = 1/C1 + 1/C2. What does this equation mean? What happens to C as more and more capacitors are connected in series? 2. Using the definition C = QN, show that for a PARALLEL connection of capacitors: C = C1 + C2. What does this equation mean? What happens to C as more and more capacitors are connected in parallel?
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