Chapter 2: Q 2.9 (page 49)
Show that the data in the last column of Table 2-2 are correct.
Short Answer
The data given in the table 2-2 is correct.
Chapter 2: Q 2.9 (page 49)
Show that the data in the last column of Table 2-2 are correct.
The data given in the table 2-2 is correct.
All the tools & learning materials you need for study success - in one app.
Get started for freeFor the following circuit, calculate
(a) the potential difference across each of the resistors.
(b) the magnitude of each of the currents shown.
(c) the power dissipated by resistor R3.
(d) the potential difference between points 3 and 4.
Assume that for a circuit similar to that shown in Problem 2-1,
(a) What is the voltage V2?
(b) What would be the power loss in resistor R2?
(c) What fraction of the total power lost by the circuit would be dissipated in resistor R2?
2-21 (a) The circuit shown next is a network of four capacitors connected in parallel. Show that the parallel capacitance is given by .
(b) If , and , find the parallel capacitance , the charge on each capacitor, and the total charge .
(c) A series combination of capacitors is shown in the next figure. Show that the series capacitance is given by
(d)
find the series capacitance Cs and the voltage drops across each capacitor.
(e) For the series circuit of part (d) suppose that there were only two capacitors,
and . Show that the series capacitance in this case is the product of the two capacitances divided by the sum of the two.
(f) The complex capacitive network shown next is wired. Find the capacitance of the network, the voltage across each capacitor, and the charge on each capacitor.
An electrolysis at a nearly constant current can be performed with the following arrangement:
The 90-V source consists of dry cells whose voltage can be assumed to remain constant for short periods.
During the electrolysis, the resistance of the cell increases from 25 V to 45 V because of the depletion of ionic species. Calculate the percentage change in the current, assuming that the internal resistance of the
batteries is zero.
Calculate time constants for each of the RC circuits described in Problem 2-14.
What do you think about this solution?
We value your feedback to improve our textbook solutions.