total capacitance = 4 + 3||6 = 4 +3*6/ ( 3+6) = 6 μF = 6*10^-6 F
total resistance = 10 K || 10 || = 10*10/ ( 10+10) = 5 kΩ =5*10^3 Ω
the value of the voltage across the capacitor ( Vc ) at any instant in time during the charging period is given as:
100 = 500 * ( 1- exp( -t / ( 5*103*6*10-6 ) )
1/5 = 1- exp( -t / ( 5*103*6*10-6 ) )
exp( -t / ( 5*103*6*10-6 ) = 4/5
-t / ( 5*103*6*10-6 = ln ( 4/5)
t= - 5*10^3*6*10^-6*ln(4/5) =0.00669430 sec
t =6.694*10-3 s
3. Three capacitors (3 uF, 4uF, and 6 uF) are connected in both series and parallel....
21.66- RC Circuits A 2.50-and a 7.30-uF capacitor can be connected in series or parallel, as can a 29.0-and a 100-kΩ resistor. Calculate the four RC time constants possible from connecting the resulting capacitance and resistance in series. Both the resistors and the capacitors connected in series 0.240 s You are correct. Your receipt no. is 155-8312 The resistors connected in series and the capacitors connected in parallel 1.26 s You are correct. Your receipt no. is 155-7049Frevious Tries Both...
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ASAP
Consider three capacitors connected in series. Their capacitance values are 10.0 micro F. 20 micro F, and 30 micro F. If the voltage on the 10 uF is 100 V, what is the voltage applied to the capacitors combination?
1. Are the two capacitors shown in the circuit in series, or in
parallel?
a)Parallel
b) Series
2. Calculate the equivalent capacitance between points A and B
for the circuit shown. All the capacitors are 17 μF each. Give your
answer in μF.
3. In an R-C circuit the resistance is 171 Ω and Capacitance is
40 μF, what will be the time constant? Give your answer in
milliseconds.
4. The time constant of an RC circuit is the time...