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This command will rebuild the entire full-text index for this table from the ground up. You d likely want to use this if you had turned off full-text indexing in order to update the source table and were now ready to get it back in sync with the full-text index. The next two commands will allow us to add and remove columns from our fulltext index:

Follow these steps to add a description to your script, make an application from it, and add the application to the Dock so that you can run it easily:

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ALTER FULLTEXT INDEX ON Production.ProductDescription ADD ([Description]); ALTER FULLTEXT INDEX ON Production.ProductDescription DROP ([Description]);

Adding and Subtracting Complex Numbers Adding complex numbers is just a matter of adding the real parts and the complex parts separately For example, the sum of 4 + j 7 and 45 j 83 works out like this:

All you need to do is indicate the column you want to add or drop, and SQL Server will take care of the rest. It s also possible to alter the change-tracking mode after you create the full-text index. The change-tracking mode works like it does when creating the index. For example, if we wanted to change the tracking mode on the product description table, we d issue this:

2 Type a description of what the script does, such as this:

ALTER FULLTEXT INDEX ON Production.ProductDescription SET CHANGE_TRACKING MANUAL;

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(4 + 45) + j(7 83) = 49 + j( 76) = 49 j 76 Subtracting complex numbers is a little more involved; it s best to convert a difference to a sum For example, the difference (4 + j 7) (45 j 83) can be found by multiplying the second complex number by 1 and then adding the result: (4 + j 7) (45 j83) = (4 + j 7) + [ 1(45 j83)] = (4 + j 7) + ( 45 + j83) = 41 + j90

This application opens, positions, and resizes a Finder window, and then creates a document in TextEdit

To set it back to AUTO:

ALTER FULLTEXT INDEX ON Production.ProductDescription SET CHANGE_TRACKING AUTO;

Multiplying Complex Numbers When you multiply these numbers, you should treat them as sums of number pairs, that is, as binomials It s easier to give the general formula than to work with specifics here If a, b, c, and d are real numbers (positive, negative, or zero), then:

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3 Press z-S or choose File | Save to save the script with the description 4 Press z-SHIFT-S or choose File | Save As to display the Save As dialog box 5 Open the File Format pop-up menu and choose Application 6 Select the Startup Screen check box 7 Make sure that the Run Only check box and the Stay Open check box are both cleared

Or to turn it off:

(These check boxes will normally be cleared by default)

ALTER FULLTEXT INDEX ON Production.ProductDescription SET CHANGE_TRACKING OFF;

(a + jb) (c + jd ) = ac + jad + jbc + j 2bd = (ac bd ) + j(ad + bc) Fortunately, you won t encounter complex number multiplication problems very often in electronics Nevertheless, a working knowledge of how complex numbers multiply can help you get a solid grasp of them

If you need to, you can also disable or enable a full-text index:

automatically suggests the current folder, which will normally be your ~/Library/ Scripts/ folder, but you may prefer to use another folder

ALTER FULLTEXT INDEX ON Production.ProductDescription DISABLE; ALTER FULLTEXT INDEX ON Production.ProductDescription ENABLE;

The Complex Number Plane A complete complex number plane is made by taking the real and imaginary number lines and placing them together, at right angles, so that they intersect at the zero points, 0 and j0 This is shown in Fig 15-2 The result is a Cartesian coordinate plane, just like the ones people use to make graphs of everyday things such as stock price versus time

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