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The method of numbering the ith element with index i-l is called zero-based indexing. Its use has the effect that the index of an array element is always the same as the number of steps from the initial element a [ o ] to that element. For example, element a [ 3 ] is 3 steps from element a [ o ] . The advantage of this method will become more apparent in 6 when we see the relationship between arrays and pointers.

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The configuration for the default implementation is: <barcode> < upc-a > <height>{ length:15mm}</height> <module-width>{length:0.33mm}</module-width> ...

Virtually all useful programs use arrays. One reason that arrays are so useful is that they allow a single name with a variable index to be used in place of many different names. This makes it easy to do many things that would be far more difficult without arrays.

This program reads 4 numbers and then prints them in reverse order:

Fig. 5-7.

main0 1 double a[4]; tout cc "Enter 4 real numbers:\n'; for (int i = 1; i C= 4; i++) { tout CC i CC ": '; tin >> a[i-11; > tout cc "Here they are in reverse order:\n"; for (i = 3; i >= 0; i--) tout CC "\ta[" CC i CC "1 = ' CC a[i] -KC endl;

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The declaration double a [ 4 ] declares a to be an array of 4 elements of type double. The first for loop then allows the user to enter real numbers into these 4 components. Then the second for loop prints these stored numbers in reverse order.

The array looks like this:

a 1.618 2.718

7. Calculate Halstead s basic measures on the triangle code from Problem 5. operators 1 == 2 or 7 and 6 >= 5 <= 4 + 4 print operands 5 6 1 3 3 3 1 string x y z 0 5 9 8 8 3

The next example works the same way. But it uses a symbolic constant for the size of the array. This makes the code easier to modify.

main0 1 const int size = 4; double a[size]; tout << "Enter ' C-C size XC ' real numbers:\n"; for (int i = 1; i <= size; i++) { co& cc i -c-c 1': It; tin >> a[i-11; 1 tout << "Here they are in reverse order:\n"; for (i = size-l; i >= 0; i--) tout << "\ta[U << i << "1 = I' << a[i] -C-C endl; 1

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The constant integer s i ze is initialized with the value 4. It is then used to declare the array a, to prompt the user, and to control both for loops. The program works the same as the previous version.

The format for an array declaration is where the array s element type and array-size is the number of elements. The declaration in Example 5.2 declares Standard C++ requires arraysize to be a positive integer constant. As we did in Example 5.2, it is customary to define the array-size as a separate constant:

read , ; type = if ( )

const int size = 4; double a[size]; a to be an array of 4 elements, each of type double. type type is array-name[array-size];

For example, it simply might be encoded in textual form and translated from that to a stream of bytes 3 The stream of bytes is encrypted with a symmetric encryption algorithm using the secret key generated earlier 4 The resulting cipher text is transformed to a textual encoding 5 If the document is intended for transmission to a particular individual, the secret key is encrypted using that individual s public key, transformed to a textual encoding, and encoded in an XML node 6 Finally, ancillary information (such as the encryption algorithm used, and so on) is encoded as further XML nodes The resulting XML nodes are organized into a DTD-de ned XML structure and returned to the caller For each item to be decrypted, The XML document is parsed, and the parameters, key, and algorithm are established The data to be decrypted is determined.

In C++, an arrays can be initialized with a single initializer list, like this:

float a[41 = (22.2, 44.4, 66.6, 88.8);

The values in the list are assigned to the elements of the array in the order that they are listed.

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