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panies that we feel are very similar to Vaporware, Inc Since these are software developers, the different companies could be well-known names such as Microsoft, or they could be lesser known names Since Vaporware has sales of $75 million, Microsoft is too large to be an appropriate Guideline Company Instead, we use data from firms in the same size category as Vaporware, as measured by sales and book value The above table contains two sections In the first section, Step 1, we develop the valuation ratios, and in the second, Step 2, we apply the average valuation ratios (in real life we frequently make adjustments to the ratios, so we are often not using unadjusted averages) to Vaporware, Inc We begin with the data on the first Guideline Company (GC), ie, GC 1, which has a market capitalization of $15 million (cell B9), sales of $20 million (C9), net income after taxes of $1 million (D9), and net book value of $125 million (E9) Next we develop the valuation multiples The market capitalization is the FMV of the firm, which we denote as P, for price We divide the $15 million FMV for GC 1 by its sales of $20 million to calculate a Price-to-Sales multiple (P/S) of 0750 (F9) Similarly, we divide the FMV by net income and book value to calculate the Price-to-Earnings (PE) multiple of 15000 (G9) and the Price-to-Book Value multiple (P/BV) of 1200 (H9) Then we repeat the calculations for the rest of the Guideline Companies in rows 10 through 13 Row 14 shows the averages for all of the raw data and calculated ratios Let s focus on column F The high Price-to-Sales ratio is 1500 (F11), while the low is 0480 (F13), which is less than one-third of the high P/S ratio It is fairly common to find a wide dispersion in ratios, which is one reason why there may be a lot of inaccuracy in using this method In any case, let s proceed with the valuation in Step 2 In B19 through B21 we list Vaporware s sales, net income, and book value, respectively In C19 through C21 we list the average valuation ratios from F14, G14, and H14 We then multiply column B times column C to calculate each variable s Indication of Fair Market Value An indication of FMV is not necessarily our conclusion of FMV It is merely the calculation of FMV using one valuation ratio or one valuation method Us-.

void AudioServicesPlaySystemSound (SystemSoundID inSystemSoundID);

The zero value returned says that our program completed successfully. This is just the way return statements work in C. Congratulations, again! You ve just written, compiled, run, and dissected your first Objective-C program.

The function takes a SystemSoundID as a parameter A SystemSoundID is an unsigned integer that uniquely identifies the sound You obtain a SystemSoundID by loading a sound with the AudioServicesCreateSystemSoundID function

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Many languages have a Boolean type, which is, of course, a fancy term for variables that store true and false values. Objective-C is no exception. C has a Boolean data type, bool, which can take on the values true and false. Objective-C provides a similar type, BOOL, which can have the values YES and NO. Objective-C s BOOL type, incidentally, predates C s bool type by over a decade. The two different Boolean types can coexist in the same program, but when you re writing Cocoa code, you ll be using BOOL.

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OSStatus AudioServicesCreateSystemSoundID (CFURLRef inFileURL, SystemSoundID * outSystemSoundID);

The AudioServicesCreateSystemSoundID function takes a reference to the file s URL and the SystemSoundID to assign the value to A CFURLRef is simply a lower-level pointer to a URL You can ignore creating a CFURL (what the CFURLRef points to) and instead cast an NSURL as a CFURLRef After obtaining a sound s URL, you pass it to the create system sound function It assigns the value to the system sound ID variable you defined; you pass that ID to the system sound player function; and it plays the sound

(signed char), which uses 8 bits of storage. YES is defined as 1 and NO as 0 (using #define). Objective-C doesn t treat BOOL as a true Boolean type that can hold only YES or NO values. The compiler considers BOOL to be an 8-bit number, and the values of YES and NO are just a convention. This causes a subtle gotcha: if you inadvertently assign an integer value that s more than 1 byte long, such as a short or an int value, to a BOOL variable, only the lowest byte is used for the value of the BOOL. If that byte happens to be zero (as with 8960, which in hexadecimal is 0x2300), the BOOL value will be zero, the NO value.

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