**Question:**b. Would adding another capacitor in parallel to an RC circuit increase, decrease, or not change its time constant?**Answer Explanation:**In an RC circuit, the time constant (\(\tau\)) is determined by the product of the resistance (R) and the capacitance (C), expressed as \(\tau = R \times C\).When additional capacitors are added in parallel to the existing capacitor in the circuit, the total capacitance increases. This is because capacitors in parallel combine by summing their capacitances:\[ C_{\text{total}} = C_1 + C_2 + \ldots + C_n \]With a higher total capacitance while the resistance remains constant, the time constant \(\tau\) will increase. Therefore, adding another capacitor in parallel will increase the time constant of the RC circuit.

Answered: Image /qna-images/answer/a513312e-d1d7-4b60-a39d-0b0a3e1e5ecf.jpg

Answered: Would adding another capacitor in…

Similar questions

When we double the separation between capacitor plates, what happens to the capacitance, C? What is the time constant of a series RC circuit, and what units does it have? What about for a parallel RC circuit? Explain. When building an RC circuit, does the polarity of the capacitor with respect to the voltage source need to be considered? You can find the answer to this within the lab manual along with specifics regarding our capacitors.
In an RC series circuit, ℰ = 15.0 V, R = 2.00 MΩ, and C = 1.80 μF. (a) Calculate the time constant. _____________s(b) Find the maximum charge that will appear on the capacitor during charging. ___________μC(c) How long does it take for the charge to build up to 12.0 μC? ___________s (please show the units when working through the problem so that I can follow it easier)
A circuit has a 27 millifarad capacitor in a loop with a 127 ohm resistor and nothing else. At t = 0 the potential across the capacitor is 46 volts. What would the potential (in volts) across the capacitor be 6 seconds later?
In the circuit shown the capacitor starts discharged. The switch S is closed to theupper position at t = 0.(a) What is the voltage in the capacitor at t = 2 seconds?(b) How much time does it take the capacitor to reach 99% of its maximum voltage.
In an RC series circuit, ℰℰ = 12.0 V, R = 1.07 MΩ, and C = 2.16 µF. (a) Calculate the time constant. (b) Find the maximum charge that will appear on the capacitor during charging. (c) How long does it take for the charge to build up to 20.5 µC?
An ECG monitor must have an RC time constant less than 1.00 × 102 μs so it can measure variations in voltage over small time intervals. If the resistance of the circuit (due mostly to that of the patient’s chest) is 0.85 kΩ, what is the maximum capacitance of the circuit in F?
2. An RC circuit with a 1-0 resistor and a 0.000001-F capacitor is driven by a voltage E (t) = sin 100 t V. If the initial capacitor voltage is zero, determine the subsequent resistor and capacitor voltages and the current.
For the circuit in the figure below, find the average power, the maximum instantaneous power, and the minimum instantaneous power delivered to the capacitor. Use f = 500 Hz, Vmax=20 V, and C = 1.4 μF. VAC (a) the average power W (b) the maximum instantaneous power w (c) the minimum instantaneous power w
а. Would adding another capacitor in series to an RC circuit increase, decrease, or not change its time constant?