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6. Inverse hyperbolic functions. If x sinh y then y sinh 1 x is the inverse hyperbolic sine of x. The following list gives the principal values of the inverse hyperbolic functions in terms of natural logarithms and the domains for which they are real. p ! p 1 x2 1 1 1 2 1 ; all x d csch x ln a sinh x ln x x ; x 6 0 jxj x

1.0 0.8 0.6 0.4 0.2 0.0 3 2 1 0 1 2 3

It will be helpful to understand a few of the columns displayed in the list of running processes when managing execution resources in a running system. The COMMAND and CMD columns represent the program being run in the process address space. Along with its PID, each process records the integer ID of its Parent Process Identifier (PPID). Process short-term CPU usage, execution priority, and nice value are displayed in the PRI, C, and NI fields in the SYSV display. The BSD #CPU field represents the percentage of CPU resources that a process has used in its life time. In every process universe there is a special set of processes called daemons. A daemon is not some miscreant process spawned by some evil hacker to wreck havoc on a system, but a collection of one or more processes that provide some well-defined service. For example, the sendmail daemon manages and distributes electronic mail on behalf of the UNIX user community. In the case of Samba, the smbd daemon manages access to shared resources. The Samba nmbd daemon provides name service to assist clients in locating resource shares.

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GridLines None specifies that no grid lines are to be drawn (default). GridLines Automatic specifies that the gridline positions are to be chosen by Mathematica. GridLines {xlist, ylist} specifies that gridline positions are to be drawn at the specified locations. xlist and ylist are lists of numbers enclosed within {} or may (individually) be specified as Automatic, in which case Mathematica will choose their location.

LIMITS OF FUNCTIONS Let f x be de ned and single-valued for all values of x near x x0 with the possible exception of x x0 itslef (i.e., in a deleted neighborhood of x0 ). We say that the number l is the limit of f x as x approaches x0 and write lim f x l if for any positive number (however small) we can nd some x!x0 positive number (usually depending on ) such that j f x lj < whenever 0 < jx x0 j < . In such case we also say that f x approaches l as x approaches x0 and write f x ! l as x ! x0 . In words, this means that we can make f x arbitrarily close to l by choosing x su ciently close to x0 .

of / 2.

EXAMPLE 19 When plotting trigonometric graphs, it is convenient to have vertical grid lines placed at multiples

Plot[Sin[x], {x, 0, 2 o}, GridLines {{0, o/2, o, 3 o/2, 2 o}, Automatic}]

I've already mentioned the special role that init plays as the ancestor of all processes on the running system. Init is responsible for spawning some of the important system daemons at system startup and "respawning" processes that may have exited due to some unforeseen event. These processes are identified in a configuration file called /etc/inittab. Entries in the inittab configuration file take the form: <identifier>:<runlevel>:<action>:<command> The identifier field uniquely identifies the service. The runlevel corresponds to the running system state which will cause the action to be invoked on the command. Runlevels are represented as numbers 0 through 9 and indicate various system states. An example inittab entry for the cron daemon which time schedules batch jobs on UNIX would look like: cron:2:respawn:/usr/sbin/cron Inittab cron process entry

2 x if x 6 2 Let f x 0 if x 2 . Then as x gets closer to 2 (i.e., x approaches 2), f x gets closer to 4. We thus suspect that lim f x 4. To prove this we must see whether the above de nition of limit (with l 4) is EXAMPLE.

1 0.5

1.0

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