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8.3 PROCESSING ARRAY ELEMENTS (SUBSCRIPTED VARIABLES) The individual elements within an array are called subscripted variables. Subscripted variables can be utilized within a program in the same manner as ordinary variables. A subscripted variable can be accessed by writing the array name, followed by the value of the subscript enclosed in parentheses. Multidimensional array elements require the specification of multiple subscripts, separated by commas. The subscripts must be integer valued and they must fall within the range specified by the corresponding array declaration. A subscript can be written as a constant, a variable or a numeric expression. Noninteger values will automatically be rounded, as required. If the value of a subscript is out of range (i.e., too large or too small), execution of the program will be suspended and an error message will appear.

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j3) + " "); j3) + " ");

j4) + " ");

Dim Names(10) As String, Values(10, 20) As Single, k(10) As Integer Dim a As Single, b As Single, m As Integer, n As Integer . . . . . Names(3) = "Aaron" values(8, 5) = 5.5 Names(i) = "Susan" values(m, n) = -3.2 Names(k(i)) = "Martin" values(m - 1, n + 3) = m + n Names(2 * a - b) = "Gail" values(a + b, a - b) = 3 * a Names(sqr(a ^ 2 + b ^ 2)) = "Sharon" values(abs(a + b), abs(a - b)) = a + b

} else { System.out.print("Value2: " + (i4 + j4) + " "); }

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A. Value2: 300 Value2: 300 Value1: 300 Value1: 300 B. Value2: 299 Value2: 300 Value1: 299 Value1: 300 C. Value1: 299 Value1: 300 Value2: 299 Value2: 300 D. Value1: 300 Value1: 299 Value2: 300 Value2: 299

6. Given the following code segment:

(XSL), which is covered thoroughly in 7. XSL is made up of three subcomponents (as de ned by the W3C): XPath. XML Path Language, a language for referencing speci c parts of an XML document. XSLT. XSL Transformations, a language for describing how to transform one XML document (represented as a tree) into another. XSL. Extensible Stylesheet Language, which is XSLT plus a description of a set of formatting objects and formatting properties.

public void validatePrime() { long p = 17496; // 'prime number' candidate Double primeSquareRoot = Math.sqrt(p); boolean isPrime = true; for (long j = 2; j <= primeSquareRoot.longValue(); j++) { if (p % j == 0) { // Print divisors System.out.println(j + "x" + p / j); isPrime = false; } } System.out.println("Prime number: " + isPrime); }

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Some of the subscripts may not be integer valued as written. In such cases, the noninteger values will automatically be rounded. Suppose, for example, the numeric expression (2 * a - b) has a value of 4.2. Then the subscripted variable Names(2 * a - b) will be interpreted as Names(4). Similarly, if (2 * a - b) has a value of 4.7, then the subscripted variable Names(2 * a - b) will be interpreted as Names(5).

Which of the following is true Hint: 17496 is not a prime number. A. The code will not compile due to a syntactical error somewhere in the code. B. he code will not compile since the expression (p % j == 0) should be written as T ((p % j) == 0). C. ivisors will be printed to standard out (for example, 2x8478, and so on), along with D Prime number: false as the final output. D. ivisors will be printed to standard out (for example, 2x8478, and so on), along with D Prime number: 0 as the final output.

7. Given:

public class EqualityTests { public static void main (String[] args) { Integer value1 = new Integer("312"); Integer value2 = new Integer("312"); Object object1 = new Object(); Object object2 = new Object(); Object object3 = value1; } }

Within a user-defined array, the individual components (members) of a subscripted variable can be accessed as array name (subscript).member name These components can be used in the same manner as ordinary variables. Thus, they can appear within expressions, and they can be assigned values (see Secs. 2.5 and 2.10).

A. value1.equals(value2) B. value1.equals(object1) C. value1.equals(object3) D. object1.equals(object2)

8. Given:

System.out.print(3 + 3 + "3"); System.out.print(" and "); System.out.println("3" + 3 + 3);

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