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The output is shown here:
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A particularly confusing yet powerful feature is the function pointer. Even though a function is not a variable, it still has a physical location in memory that can be assigned to a pointer. The address assigned to the pointer is the entry point of the function. This pointer can then be used in place of the function s name. It also allows functions to be passed as arguments to other functions. To understand how function pointers work, you must understand a little about how a function is compiled and called. As each function is compiled, source code is transformed into object code and an entry point is established. When a call is made to a function while your program is running, a machine language call is made to this entry point. Therefore, a pointer to a function actually contains the memory address of the entry point of the function. The address of a function is obtained by using the function s name without any parentheses or arguments. (This is similar to the way an array s address is obtained by
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Besides properties (1) and (2) above, there are certain identities which are fundamental to our study of the trigonometric functions. Here are the principal ones: tan2 + 1 = sec2 cot 2 + 1 = csc2 sin( + ) = sin cos + cos sin cos( + ) = cos cos sin sin sin(2 ) = 2 sin cos cos(2 ) = cos2 sin2 sin( ) = sin cos( ) = cos 1 cos 2 (11) sin2 = 2 2 = 1 + cos 2 (12) cos 2 (3) (4) (5) (6) (7) (8) (9) (10) EXAMPLE 1.20
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The output from this program is shown here:
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With Citrix Application Delivery, users see only screen prints of applications, or virtual desktops, and the screen prints use very little bandwidth. Employees can effectively telecommute by coming in securely through the Internet utilizing the VPN components of the Citrix Access Gateway. A cable modem or DSL connection will often enable speeds equivalent to those obtained when using a fat-client PC at headquarters.
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