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call Dequeue( ) You can use Peek( ) to return, but not remove, the next object An InvalidOperationException is thrown if you call Dequeue( ) or Peek( ) when the invoking queue is empty Here is an example that demonstrates Queue:

Since b2 4ac < 0, the final expression in parentheses is positive For simplicity, let = b/2a and let = c b2 /(4a) Then our integral is 1 dx + a (x + )2

// Demonstrate the Queue class using System; using SystemCollections; class QueueDemo { static void ShowEnq(Queue q, int a) { qEnqueue(a); ConsoleWriteLine("Enqueue(" + a + ")"); ConsoleWrite("queue: "); foreach(int i in q) ConsoleWrite(i + " "); ConsoleWriteLine(); } static void ShowDeq(Queue q) { ConsoleWrite("Dequeue -> "); int a = (int) qDequeue(); ConsoleWriteLine(a); ConsoleWrite("queue: "); foreach(int i in q) ConsoleWrite(i + " "); ConsoleWriteLine(); }

Part II:

static void Main() { Queue q = new Queue(); foreach(int i in q) ConsoleWrite(i + " "); ConsoleWriteLine(); ShowEnq(q, 22); ShowEnq(q, 65); ShowEnq(q, 91); ShowDeq(q); ShowDeq(q); ShowDeq(q); try { ShowDeq(q); } catch (InvalidOperationException) { ConsoleWriteLine("Queue empty"); } } }

Of course we can handle this using II above We find that 1 dx = ax 2 + bx + c 1 dx + a (x + )2

The output is shown here:

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Enqueue(22) queue: 22 Enqueue(65) queue: 22 65 Enqueue(91) queue: 22 65 91 Dequeue -> 22 queue: 65 91 Dequeue -> 65 queue: 91 Dequeue -> 91 queue: Dequeue -> Queue empty

The BitArray class supports a collection of bits Because it stores bits rather than objects, BitArray has capabilities different from those of the other collections However, it still supports the basic collection underpinning by implementing ICollection and IEnumerable It also implements ICloneable BitArray defines several constructors You can construct a BitArray from an array of Boolean values using this constructor: public BitArray(bool[ ] values) In this case, each element of values becomes a bit in the collection Thus, each bit in the collection corresponds to an element of values Furthermore, the ordering of the elements of values and the bits in the collection are the same

25:

when the discriminant b2 4ac is 0 will be a consequence of the work we do below with partial fractions We will say no more about it here

You can create a BitArray from an array of bytes using this constructor: public BitArray(byte[ ] bytes) Here, the bit pattern in bytes becomes the bits in the collection, with bytes[0] specifying the first 8 bits, bytes[1] specifying the second 8 bits, and so on In similar fashion, you can construct a BitArray from an array of ints using this constructor: public BitArray(int[ ] values) In this case, values[0] specifies the first 32 bits, values[1] specifies the second 32 bits, and so on You can create a BitArray of a specific size using this constructor:

public BitArray(int length) Here, length specifies the number of bits The bits in the collection are initialized to false To specify a size and initial value of the bits, use the following constructor: public BitArray(int length, bool defaultValue) In this case, all bits in the collection will be set to the value passed in defaultValue Finally, you can create a new BitArray from an existing one by using this constructor: public BitArray(BitArray bits) The new object will contain the same collection of bits as bits, but the two collections will be otherwise separate BitArrays can be indexed Each index specifies an individual bit, with an index of zero indicating the low-order bit In addition to the methods specified by the interfaces that it implements, BitArray defines the methods shown in Table 25-9 Notice that BitArray does not supply a Synchronized( ) method Thus, a synchronized wrapper is not available, and the IsSynchronized property is always false However, you can control access to a BitArray by synchronizing on the object provided by SyncRoot

Method public BitArray And(BitArray value) public bool Get(int index) public BitArray Not( ) public BitArray Or(BitArray value) public void Set(int index, bool value) public void SetAll(bool value) public BitArray Xor(BitArray value)

We notice that the integrand factors as 1 1 = ( x 1) ( x 2) 3x + 2 ( )