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Section 4.5 of this chapter showed how to use the AND, OR, and NOT operators to build compound conditions. In that section, we didn t worry too much about missing information and null values, but we are now in a position to examine the combination of three-valued logic and compound conditions. This is often a challenging subject, because three-valued logic is not always intuitive. The most reliable way to investigate compound conditions is to use truth tables. Table 4-3 shows the truth table of the NOT operator. In truth tables, UNK is commonly used as an abbreviation for UNKNOWN.

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On small projects, construction errors make up about 75 percent of all the errors found. Methodology has less influence on code quality, and the biggest influence on program quality is often the skill of the individual writing the program (Jones 1998). On larger projects, construction errors can taper off to about 50 percent of the total errors; requirements and architecture errors make up the difference. Presumably this is related to the fact that more requirements development and

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The most obvious bene t of your story template is that you can now see all of your ideas in one place and quickly grasp how each idea relates to the others. A printout of your story template at this point will guide you through an initial reading of your story to make sure that everything sounds right. Review your story template before you print it. If it extends over multiple pages, you might need to split Act II into separate scenes that each t on a page. To do this, position the cursor in any cell in a Key Point column, and on the Table Tools tab, click Layout; and then in the Merge group, click Split Table to split that row from the row above. If you change your mind, click the Undo button on the Quick Access Toolbar. As this book describes, the story template is the hard-working intellectual and structural engine that makes everything in your PowerPoint presentation work, or not. It is the

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architectural design are required on large projects, so the opportunity for errors arising out of those activities is proportionally larger. In some very large projects, however, the proportion of construction errors remains high; sometimes even with 500,000 lines of code, up to 75 percent of the errors can be attributed to construction (Grady 1987). As the kinds of defects change with size, so do the numbers of defects. You would naturally expect a project that s twice as large as another to have twice as many errors. But the density of defects, the number of defects per line of code, increases. The product that s twice as large is likely to have more than twice as many errors. Table 27-1 shows the range of defect densities you can expect on projects of various sizes:

In Table 4-3, Op1 stands for the operand. Since the NOT operator works on a single operand, the truth table needs three rows to describe all possibilities. Note that the negation of UNK is UNK. Table 4-4 shows the truth table of the AND and OR operators; Op1 and Op2 are the two operands, and the truth table shows all nine possible combinations. Table 4-4. Truth Table of the AND and OR Operators Op1 TRUE TRUE TRUE FALSE FALSE FALSE UNK UNK UNK Op2 TRUE FALSE UNK TRUE FALSE UNK TRUE FALSE UNK Op1 AND Op2 TRUE FALSE UNK FALSE FALSE FALSE UNK FALSE UNK Op1 OR Op2 TRUE TRUE TRUE TRUE FALSE UNK TRUE UNK UNK

The data in this table represents average performance. A handful of organizations have reported better error rates than the minimums shown here. For examples, see How Many Errors Should You Expect to Find in Section 22.4.

Error Density 0-25 errors per thousand lines of code (KLOC) 0-40 errors per KLOC 0.5-50 errors per KLOC 2-70 errors per KLOC 4-100 errors per KLOC

Note that the AND and OR operators are symmetric; that is, you can swap Op1 and Op2 without changing the operator outcome. If you are facing complicated compound conditions, truth tables can be very useful to rewrite those conditions into simpler, logically equivalent, expressions.

Source: Program Quality and Programmer Productivity (Jones 1977), Estimating Software Costs (Jones 1998).

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