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In some cases, you may want to hide particular rows or columns. Hiding rows and columns may be useful if you don t want users to see particular information, or if you need to print a report that summarizes the information in the worksheet without showing all the details. To hide rows or columns in your worksheet, select the row or rows that you want to hide by clicking in the row or column header. Then right-click and choose Hide from the shortcut menu. Or, you can use the commands on the Home Cells Format Hide & Unhide drop-down list. A hidden row is actually a row with its height set to zero. Similarly, a hidden column has a column width of zero. When you use the navigation keys to move the cell pointer, cells in hidden rows or columns are skipped. In other words, you can t use the navigation keys to move to a cell in a hidden row or column. Unhiding a hidden row or column can be a bit tricky because selecting a row or column that s hidden is dif cult. The solution is to select the columns or rows that are adjacent to the hidden column or row. (Select at least one column or row on either side.) Then right-click and choose Unhide. For example, if column G is hidden, select columns F and H. Another method is to choose Home Editing Find & Select Go To (or press F5) to select a cell in a hidden row or column. For example, if column A is hidden, you can press F5 and specify cell A1 (or any other cell in column A) to move the cell pointer to the hidden column. Then you can choose Home Cells Format Hide & Unhide Unhide Columns.

23,779 9,959 9,888 5,692 5,269 4,758 3,802 3,273 2,823 2,320 2,185 2,071 1,945 1,698 1,539 1,396 1,163 1,018 840 781

4-2 An analog image encoder is based on squares of variable size and shade A square is tted to objects in a picture using an optimization procedure that is unimportant to this exercise Assume 16 squares Each square is located by an x-coordinate of 5 bits for a binary count from 0 to 31 and a y-coordinate of 5 bits for a binary count from 0 to 31 For each square there are 10 size bits, corresponding to 10 possible sizes, and 6 shade bits, corresponding to 6 shades available Only one of the size bits is true at a time; only one of the shade bits is true at a time (a) What is the maximum number of binary outputs for this analog encoder (b) The size bits and shade bits are run through a digital encoder so that they are binary counts.

(14.4)

perfectly content only to build those things that give some competitive advantage, such as business-specific processes . In this sense, many business components can be considered nonstrategic, and if it were possible to acquire them commercially, there would be no hesitation .

How many bits are necessary in a word of RAM to store a single picture 4-3 A neuron is capable of Boolean logic (a) List major differences between neurons and CMOS 4-1.

Business Language Classes Business language classes (BLCs) provide business data and/or behavior data-as opposed to technical or structural data-within the EDC, and they are further categorized in Table 3 .1 . Note that one particular category, the technical LC, while not business logic, is treated as a BLC because they are seen and used by the functional programmer and have nothing to do with the separation layer. The focus BLC is the business class that is central to a particular EDC . It is invoked only by the interface implementation (see "Separation Layer Language Classes" later in this chapter) . Its responsibilities are directly those of the busiTable 3 .1 Business Language Classes in a Distributed Component Focus BLC

Figure 5-29

CES# Exec commands boot capture cd clear clock configure connect copy create debug delete dir disable enable