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You may have noticed earlier that we use the terms partition and volume interchangeably in parts of the text While they are not exactly the same things, the concepts carry over Volume management is a new approach to dealing with disks and partitions Instead of viewing a disk or storage entity along partition boundaries, the boundaries are no longer there and everything is now seen as volumes That made perfect sense, didn t it Don t worry if it didn t; this is a tricky concept Let s try this again with more detail This new approach to dealing with partitions is called Logical Volume Management (LVM) in Linux It lends itself to several benefits and removes the restrictions, constraints, and limitations that the concept of partitions imposes Some of the benefits are Greater flexibility for disk partitioning Easy online resizing of volumes Easy increases in storage space by simply adding new disks to the storage pool Use of snapshots

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try { if(amountStrlength() != 0 && periodStrlength() != 0 && rateStrlength() != 0 && compStrlength() != 0) { principal = DoubleparseDouble(amountStr); numYears = DoubleparseDouble(periodStr); rateOfRet = DoubleparseDouble(rateStr) / 100; compPerYear = IntegerparseInt(compStr); result = compute(); futvalTextsetText(nfformat(result)); } showStatus(""); // erase any previous error message } catch (NumberFormatException exc) { showStatus("Invalid Data"); futvalTextsetText(""); } } // Compute the future value double compute() { double b, e; b = (1 + rateOfRet/compPerYear); e = compPerYear * numYears; return principal * Mathpow(b, e); } }

Sometimes you will want to know how large an initial investment is required to achieve some future value For example, if you are saving for your child s college education and you know that you will need $75,000 in five years, how much money do you need to invest at 7 percent to reach that goal The InitInv applet developed here can answer that question

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Following are some important volume management terms Physical Volume (PV) This typically refers to the physical hard disk(s) or other physical storage entity, such as a hardware Redundant Array of Inexpensive Disks (RAID) array or software RAID device(s) There can be only a single storage entity (eg, one partition) in a PV Volume Group (VG) Volume groups are used to house one or more physical volumes and logical volumes into a single administrative unit A volume group is created out of physical volumes VGs are simply a collection of PVs; however, VGs are not mountable They are more like virtual raw disks Logical Volume (LV) This perhaps is the trickiest LVM concept to grasp, because logical volumes (LVs) are the equivalent of disk partitions in a nonLVM world The LV appears as a standard block device It is on the LV that we

Part IV:

Figure 16-10. This DISPLAY block puts the word False on the screen. Next, I ll drop in a NXT BUTTON WAIT block and configure it to wait for the left button to be pressed (see Figure 16-11). This will allow me time to view the results.

FIGURE 32-3

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put file systems It is the LV that gets mounted It is the LV that gets fsck-ed if necessary LVs are created out of the space available in VGs To the administrator, an LV appears as one contiguous partition independent of the actual PVs that make it up Extents There are two kinds of extents: physical extents and logical extents Physical volumes (PVs) are said to be divided into chunks, or units of data, called physical extents And logical volumes (LVs) are said to be divided into chunks, or units of data, called logical extents

The formula to compute an initial investment is shown here: Initial Investment = targetValue / (((rateOfRet / compPerYear) + 1) compPerYear * numYears) where rateOfRet specifies the rate of return, targetValue contains the starting balance, compPerYear specifies the number of compounding periods per year, and numYears specifies the length of the investment in years If you use an annualized rate of return for rateOfRet, then the number of compounding periods is 1 The following applet called InitInv uses the preceding formula to compute the initial investment required to reach a desired future value The applet produced by this program is shown in Figure 32-3

/* Compute the initial investment necessary for a specified future value */ import javaawt*; import javaawtevent*; import javaxswing*; import javatext*; /* <applet code="InitInv" width=340 height=240> </applet> */ public class InitInv extends JApplet implements ActionListener { JTextField targetText, initialText, periodText, rateText, compText; JButton doIt; double targetValue; double rateOfRet; double numYears; int compPerYear; NumberFormat nf; // // // // original targetValue rate of return length of loan in years number of compoundings per year

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