Collections: Difference between revisions
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[[file:arrows.png|right|frame|Programming basics<ref>http://www.flaticon.com/</ref>]] | [[file:arrows.png|right|frame|Programming basics<ref>http://www.flaticon.com/</ref>]] | ||
A collection | A collection is simply an object that groups multiple elements into a single unit. Collections are used to store, retrieve, manipulate, and communicate aggregate data. Typically, they represent data items that form a natural group, such as a poker hand (a collection of cards), a mail folder (a collection of letters), or a telephone directory (a mapping of names to phone numbers). If you have used the Java programming language — or just about any other programming language — you are already familiar with collections.<ref>https://docs.oracle.com/javase/tutorial/collections/intro/</ref> | ||
== Collection methods == | == Collection methods == |
Revision as of 10:45, 20 June 2019
A collection is simply an object that groups multiple elements into a single unit. Collections are used to store, retrieve, manipulate, and communicate aggregate data. Typically, they represent data items that form a natural group, such as a poker hand (a collection of cards), a mail folder (a collection of letters), or a telephone directory (a mapping of names to phone numbers). If you have used the Java programming language — or just about any other programming language — you are already familiar with collections.[2]
Collection methods[edit]
Collection methods in Pseudocode are:[3]
- .addItem( new data item )
- .resetNext( ) start at beginning of list
- .hasNext( ) checks whether there are still more items in the list
- .getNext( ) retrieve the next item in the list
- .isEmpty( ) check whether the list is empty
Write, in pseudocode, a collection that adds the first names of everyone in the class. You then must find the name of everyone whose name starts with M.
Standards[edit]
- Describe the characteristics and applications of a collection.
- Construct algorithms using the access methods of a collection.
- Discuss the need for sub-programmes and collections within programmed solutions.
- Construct algorithms using pre-defined sub-programmes, one-dimensional arrays and/or collections.