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An array list solves this problem by acting as a universal container and allows you to insert a data element of any data type This means an instance of both the value types and the reference type is allowed However, be careful when dealing with value types because of the implicit boxing and unboxing penalty cost incurred at runtime The internal storage implementation of an array list is of the reference type, and an instance of the value type that is allocated on the stack cannot be straightforwardly assigned to a reference type To achieve this task, the instance of the value type needs to be converted to a reference type through a process known as boxing Similarly, in the reverse process known as unboxing, the boxed value type that is a reference type is converted to its original value type.

Drawing circles is another common thing to want to do, and dojo.gfx provides that for you as well: var c = s.createCircle({ cx : 265, cy : 120, r : 40}) .setFill(dojo.mixin( { type : "radial", cx : 250, cy : 90}, { colors: [

The following code example demonstrates various operations performed on array lists and how different types of orders are added, retrieved, and finally removed: using System; using SystemCollections; class ArrayListContainer { class Order {} class LimitOrder {} class IOCOrder {} [STAThread] static void Main(string[] args).

The last important feature for the Entry model is the ability to write entries without having to compose them in raw HTML. Most popular weblogging applications allow users to write entries using a simpler syntax that will be automatically converted into HTML as needed.

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{ offset: 0, color: [255, 0, 0, 0] }, { offset: 0.5, color: "orange" }, { offset: 1, color: [0, 0, 255, 0] } ]} )); All you need to do is specify the center of the circle, using the cx and cy attributes, and specify the radius with the r attribute, and you ll have yourself a circle! Here as well I show that you can do some more-advanced things with setFill() for instance, you can create gradients. In this case, I m creating a radial gradient centered slightly off-center of the circle. I then specify three colors red (255, 0, 0), orange, and blue (0, 0, 255) and specify some offset values, which are used to create the gradient.

{ ArrayList orderContainer; orderContainer = new ArrayList(); //Add regular order Order order = new Order(); orderContainer.Add(order); //Add limit order LimitOrder limOrder = new LimitOrder(); orderContainer.Add(limOrder); //Add IOC order IOCOrder iocOrder =new IOCOrder(); orderContainer.Add(iocOrder ); //Access limit order limOrder = orderContainer[0] as LimitOrder; //Remove limit order orderContainer.RemoveAt(0); //Display total elements Console.WriteLine("Total Elements : " +orderContainer.Count); } }

An ellipse is of course just a squashed circle, so you might think the createCircle() method could do it, but you d be wrong. There is a createEllipse() method just for drawing ellipses: var e = s.createEllipse({ cx : 160, cy : 190, rx : 30, ry : 40 }) .setFill([0, 255, 0, 0.5]); All you need to do is specify the center point of the ellipse with the cx and cy attributes, and the horizontal and vertical radiuses with rx and ry, respectively. Then do whatever setFill() and/or setStroke() you want, or none at all if the defaults suit you, and you ve got yourself an ellipse.

Both arrays and array lists provide a simple way to insert and delete an item. However, you must also take into account the cost involved in locating a specific data element. The simple technique is to conduct a sequential search where the entire array is enumerated element by element. This approach sounds sensible if you have only a few elements but proves to be inefficient for large numbers of items. Additionally, often you have requirements to sort arrays in either ascending order or descending order. This requirement for both searching and sorting elements illustrates the need for efficient searching and sorting algorithms. Although several well-known, robust sorting and searching algorithms exist, .NET provides out-of-the-box quick sort and binary search algorithms to cater to the sort and search requirements. The quick sort is considered to be one of the most highly efficient sorting algorithms. The following code demonstrates how elements of arrays are sorted using the quick sort algorithm: using System; class QuickSort { static void Main(string[] args) { //elements arranged in unsorted order int[] elements = {12,98,95,1,6,4,101}; //sort element using QuickSort Array.Sort(elements,0,elements.Length); //display output of sorted elements for(int ctr=0;ctr<elements.Length;ctr++) {

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