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This output shows the solution, which is illustrated Figure 7.5 The solution to the Josephus problem in Figure 7.5. The Ring list is instantiated at line 6 and loaded at lines 7 9. The iterator it is obtained from the iterator() method at line 11. After advancing past A at line 12, it advances past B at line 14, removes B at line 16, and then advances past C at line 17. The while loop continues until only one soldier remains. Each iteration advances it past two elements, naming them killer and victim, and removes the victim node.

Fig. 6-25

CHAP. 6]

form has been implemented using the FFT feature of PSpice to determine the value of the fundamental frequency component of vL as shown in the lower plot of Fig. 6-25(a). Then Av 1:003 100:3 0:01

CHAP. 7]

The negative sign indicates that vL has a 1808 phase shift with respect to vS . (b) Use the Probe and FFT features of PSpice to plot the Fourier spectra of the input current I(CC1) and the output current I(RL) as shown by Fig. 6-25(b). The current gain is found as the ratio of the marked spectra fundamental component values of Fig. 6-25(b : Ai 200:6 10 3 734:3 273:2 10 6

The program tests the Ratio class:

A convenient interface for users Networking services Messaging and synchronization services between processes Utility system software such as editors, loaders, help, etc.

The cascaded ampli er of Fig. 6-26(a) is built up with identical transistors for which hre hoe % 0, hfe 100; and hie 1 k . Let RE1 1 k , RC1 10 k , RE2 100 , RC2 RL 3 k , and Cc CE ! 1. Determine (a) the overall voltage-gain ratio Av vL =vs , and (b) the overall current-gain ratio Ai iL =is .

1 2 3 4 5 6 7 8 9 10 11 12 13 14

(a) The small-signal equivalent circuit is given in Fig. 6-26(b). From the results of Problem 6.7 with hoe 0 and RC replaced with RC2 , Av2 hfe RL RC2 100 3 103 3 103 150 hie RL RC2 1 103 3 103 3 103

public class TestRatio { public static void main(String[] args) { System.out.println("Ratio.ZERO = " + Ratio.ZERO); System.out.println("Ratio.ZERO.value() = " + Ratio.ZERO.value()); Ratio x = new Ratio(22, 7); System.out.println("x = " + x); System.out.println("x.value() = " + x.value()); System.out.println("x.equals(Ratio.ZERO): " + x.equals(Ratio.ZERO)); Ratio xx = new Ratio(44, 14); System.out.println("xx = " + xx); System.out.println("xx.value() = " + xx.value()); System.out.println("x.equals(xx): " + x.equals(xx)); } }

From the results of Problems 6.48, in which RC , RL , and RE are replaced with RC1 , hie , and RE1 , respectively, Av1 hfe RC1 hie 100 10 103 1 103 0:891 RC1 hie hfe 1 RE1 hie 11 103 100 1 1 103 1 103

OPERATING SYSTEMS HISTORY Batch Jobs Early conceptions of computing revolved around computing jobs A computational job would be presented to the computer, the computer would process the job, and the computer would deliver an answer The first operating systems made this sort of use easier, and were known as batch operating systems (1955 1965) A resident monitor (the operating system) provided the commonly needed routines to perform I/O to the devices of the day (most of the OS code consisted of device drivers), and to format data back and forth between encoded form and binary values The resident monitor also provided a simpler user interface through job control language (JCL) The user would embed JCL commands to the operating system in the sequence of program instructions and data presented to the computer as a batch job.

The output is:

Q2 RL RC2 _V (a)

+ LL _

Ratio.ZERO = 0/1 Ratio.ZERO.value() = 0.0 x = 22/7 x.value() = 3.142857142857143 x.equals(Ratio.ZERO): false xx = 44/14 xx.value() = 3.142857142857143 x.equals(xx): true

A user could prepare a payroll job, for example, using a deck of punched cards where the first card identified the job and the user, the next called for a particular compiler (probably FORTRAN), the next group of cards comprised the program source code, the next card called for the loader to assign particular addresses in memory, the next card called for the OS to run the program, and the following cards presented data on which the program would operate, probably the hours worked by each person that week Multiprogramming (mid-1960s on) In the mid-1960s, operating systems were enhanced to provide multiprogramming capability That meant that several programs could be loaded at the same time, and the operating system would switch among them to make sure the machine stayed as busy as possible Computers were extremely expensive, so the OS was improved to make better use of the computer time.

C2 iL hfeib2 RC2 RL + LL _