Figure 2 below shows a capacitor of capacitance C is connected in series with battery of emf, E, a switch and a resistor of resistance R. When the switch is closed, charge Q flows through the resistor. C R. Figure 2 a) By using a formula, explain the difference between each cases ( i any) for: i) the energy delivered to the circuit by the battery ii) the final energy stored in capacitor. Justify your answer.

Figure 2 below shows a capacitor of capacitance C is connected in series with battery of emf, E, a switch and a resistor of resistance R. When the switch is closed, charge Q flows through the resistor. C R. Figure 2 a) By using a formula, explain the difference between each cases ( i any) for: i) the energy delivered to the circuit by the battery ii) the final energy stored in capacitor. Justify your answer.

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter23: Series And Parallel Circuits

Section23.1: Simple Circuits

Problem 7PP

See similar textbooks

Similar questions

An uncharged capacitor C is connected to a resistor R, emf ?, and open switch as shown in figure 3. How long does it take the capacitor to be half of its
Part a and b, please. For the circuit shown in the figure (Figure 1) both meters are idealized, the battery has no appreciable internal resistance, and the ammeter reads 1.60 A Part a What does the voltmeter read? Part b What is the emf E of the battery?
Describe how the current flowing through the resistor varied as the voltage was increased? Based on the graph, What do the slopes of the best fit lines represent? Explain Do you consider the resistor as ohmic? Why or why not?
how do the minimum resistance, maximum current and parallel connection relates to each other, including their formula? and why does the parallel connection have a lower resistance?
explain in paragraph form on how do the minimum resistance, maximum current and parallel connection relates to each other, including their formula? and why does the parallel connection have a lower resistance?
Giving the circuit presented below calculate: 3) Determine which ONE switch, between SW1, SW2, and SW3, YOU need to close to cause the current of the battery to increases the most. What is the values of this current? 4) Calculate the value of the current through the battery and the Voltage across all the resistors VR1, VR2 and VR3 when the switches SW1 and SW3 are closed, and the switch SW2 is open
Consider a closed circuit in series that uses a 1000 micro F capacitor. I have drawn a figure below to illustrate this. How does using different resistors (like a 120 ohm & 620 ohm) change the time constant t ? How does this affect the time it takes for the capacitor to charge/discharge? Explain?
A triangular array of resistors is shown in the figure on the right. What current will this array draw from a 35.0V battery having negligible internal resistance if we connect it across a.) ab; b.) bc and c.) ac?
Which is a combination series and parallel circuits And how do a i find total resistance? (Picture posted of the diagram)
In the series and parallel combination circuit as shown in Figure 3, if the resistance of R3 was increased, what change would you observe in the values of I, I1, l2, I3, V1, V2, and V3?
Consider the circuit configurations below, where two lightbulbs are connected to a single battery in different ways. Based on what you learned about parallel and series connections in lab, which of these two configurations would result in the light bulbs being the brightest? Fully explain your reasoning. Imagine that you are given four 100Ω resistors to build a circuit. Your challenge is to use all four of the resistors in the circuit, but the circuit must have an overall equivalent resistance of 100Ω. Is this possible? If so, draw a diagram of the circuit and explain how the connections result in a 100Ω equivalent resistance. If this is not possible, draw a diagram of a circuit involving all four resistors that has an equivalent resistance as close to 100Ω as is possible.
In the parallel circuit as shown in figure 2, if the resistance of R3 was increased, what change would you observe in the value of I and the in the value of I1, I2, I3?