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Figure 4-4. The operators in Listing 4-4

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The multiplication operator (*) is used in Listing 4-1 to calculate the product of two numeric values multiplying 10 by 10. The assignment operator (=) sets the value of the local variable called x to the result of the multiplication operation. The C# operators are described at the end of this chapter, and examples for each are provided. One of the most important C# operators is the one that your eye may have passed over in Figure 4-4 the dot operator (.). This operator is used for member access specify a type, member, or namespace (these terms are described later in this chapter and in 11). The dot operator joins different elements of your program together to create a chain that the C# runtime can follow to carry out an action defined in your code statement. In Listing 4-1, the dot operator combines the name of a class (Console) with the name of a method (WriteLine); this is an instruction to perform the action defined in that method, which is part of the specified class.

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Tip C# lets you organize your code into related groups. You then navigate through these groups using the dot operator. For this reason, the dot operator is probably the most important operator in C#. You will see the dot operator used in every single example in this book, and you will use it in every C# program you write. A good understanding of what the dot operator does is essential for a good grasp of C#.

Punctuators are used to either group things together or keep things separate. There are quite a few punctuators in Listing 4-1, as shown in Figure 4-5.

transformers 79 introducing 66 pre-defined transformers 83 TripleDESCryptoServiceProvider class 194 Trusted Sites 307 try block 261 TypeConverters 206 using 207 TypeDescriptor 91 U UploadHelpText 150 UserControl 38, 42 UserPersonalizationStateInfo 280 V Value 185 verbs 48 Verbs property 48, 215 Views 179 ViewState 39, 160 Visual Studio design time experience 207 design-time experience of user controls 42 Visual Studio 2005 9 Visual Studio Properties window 11 W Warn method 260 web part overview 6 web part description files format of 118 Web Parts Visual Studio Toolbox 11 web service 294 web.config 59 connectionStrings 22 customErrors 269

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Figure 9-11. The transformation matrix used by Silverlight The final column will always be (0,0,1) because Silverlight supports only affine transformations. In reality, the transformation matrix is 2~TMS2, but it includes within its structure translation values for the x and y coordinates (in the third row). An affine transformation is essentially a linear transformation. Any three points that were on a line before the transformation continue to be on a line after the transformation. We won t trouble ourselves with proving this, since this isn t a math textbook, but if you look at a side of a rectangle in the preceding rotation and skewing figures, you ll see that three arbitrary points along this line are still on a line after the transformation (not the same line obviously, but a line nonetheless). The bottom row of the 3~TMS3 matrix contains values for the x and y offsets. These offsets are used for translation. The M11, M12, M21, and M22 properties of the MatrixTransform class are used to specify the custom transformation. Projection and reflection are two examples of affine transformations not supported directly by Silverlight with a class of their own. The simplest transformation is the translation. It allows you to specify only OffsetX and/or OffsetY to perform a translation without having to worry about an unexpected transformation happening if the M values are all 0 (actually, if they are all 0, the element undergoing transformation might disappear!) By setting M11 and M22 to 1, M12 and M21 to 0, the OffsetX property to 10, and the OffsetY property to 0, the transformation will shift the entire element being transformed ten units to the right. The transformed

Figure 4-5. The punctuators in Listing 4-1 The semicolon (;) is used to separate some kinds of C# code statements. Because a semicolon denotes the end of a statement, you can split a statement across multiple lines. The curly braces ({}) are

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