Question

1. Turn on the power supply and set the AC voltage to 9 V. Measure the accurate voltage with the multimeter and record it below: $V_{ac}$ = _______ V 2. Connect two 0.10F capacitors in series. Measure $V_2$ (across $C_2$) and record it below. $V_2$ (measured) = _______ V 3. Compute the expected value of $V_2$ using $V_{ac}$, the values of $C_1$ and $C_2$ with equations 3 and 4. $V_2$ (expected) = _______ V 4. Connect a third 0.1F capacitor in parallel with $C_2$. Compute their equivalent capacitance. $C_{eq}$ = _______ F. Measure and compute the voltage across the equivalent capacitance. $V_{eq}$ (measured) = _______ V, $V_{eq}$ (expected) = _______ V 5. Now remove the third capacitor and replace it with a 0.01 µF capacitor. Compute their equivalent capacitance. $C_{eq}$ = _______ µF Measure and compute the voltage across the equivalent capacitance. $V_{eq}$ (measured) = _______ V, $V_{eq}$ (expected) = _______ V,

          1. Turn on the power supply and
set the AC voltage to 9 V.
Measure the accurate voltage
with the multimeter and record
it below:
$V_{ac}$ = _______ V
2. Connect two 0.10F capacitors in
series. Measure $V_2$ (across $C_2$)
and record it below.
$V_2$ (measured) = _______ V
3. Compute the expected value of
$V_2$ using $V_{ac}$, the values of $C_1$ and
$C_2$ with equations 3 and 4.
$V_2$ (expected) = _______ V
4. Connect a third 0.1F capacitor in parallel with $C_2$.
Compute their equivalent capacitance.
$C_{eq}$ = _______ F.
Measure and compute the voltage across the equivalent capacitance.
$V_{eq}$ (measured) = _______ V, $V_{eq}$ (expected) = _______ V
5. Now remove the third capacitor and replace it with a 0.01 µF capacitor.
Compute their equivalent capacitance.
$C_{eq}$ = _______ µF
Measure and compute the voltage across the equivalent capacitance.
$V_{eq}$ (measured) = _______ V, $V_{eq}$ (expected) = _______ V,

1. Turn on the power supply and
set the AC voltage to 9 V.
Measure the accurate voltage
with the multimeter and record
it below:
Vac = V
2. Connect two 0.10F capacitors in
series. Measure V2 (across C2)
and record it below.
V2 (measured) = V
3. Compute the expected value of
V2 using Vac, the values of C1 and
C2 with equations 3 and 4.
V2 (expected) = V
4. Connect a third 0.1F capacitor in parallel with C2.
Compute their equivalent capacitance.
Ceq = F.
Measure and compute the voltage across the equivalent capacitance.
Veq (measured) = V, Veq (expected) = V
5. Now remove the third capacitor and replace it with a 0.01 µF capacitor.
Compute their equivalent capacitance.
Ceq = µF
Measure and compute the voltage across the equivalent capacitance.
Veq (measured) = V, Veq (expected) = V,

Added by Jose Francisco W.

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