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Swing is a GUI toolkit for Java. It is one kind of the Java Foundation Classes (JFC). Swing haves graphical user interface (GUI) widgets such as text boxes, buttons, split-panes, and tables.
Swing widgets give more sophisticated GUI components than the previous Abstract Window Toolkit. Since they are written in pure Java, they run the similar on all platforms, unlike the AWT which is tied to the underlying platform's windowing system. Swing supports pluggable look and feel - not by using the native platform's facilities, but by roughly emulating them. This means you can get any supported look and feel on any platform. The drawbacks of lightweight components is slower execution. The benfit is uniform behavior on all platforms.
Nonvolatile Read Write Memory, also kown as Flash memory. It is also called as shadow RAM.
Define external layer? The external layer is the plane at which the user sees and interacts with the data, that is, the data format in the user interface. This data format is
Q. Explain working of Supercomputer? Supercomputers, capable of executing in excess of one billion floating-point operations per second (FLOPS), are very powerful, extremely hi
The logic circuit shown in the given figure can be minimised to Ans. The minimised figure of logic diagram is D, the output of the logic circuit is as Y=(X+Y')'+(X'+(X+
Q. Editor - Tools necessary for assembly language programming? The editor is a program which allows the user to enter and modify as well as store a group of instructions or tex
What is a resource-allocation graph? Deadlocks can be described more precisely in terms of a directed graph known as a system resource allocation graph. This graph having of a
Write a program to convert the given Decimal number into its equivalent Binary number.
Discuss the functioning of different network access equipments. The E1 multiplexers MX2000 and MX2411 and E1/T1 MX200 are giving multi interface user access to network PDH or S
Full Resolution Rule - Artificial intelligence: Now that we know about unification, we can correctly describe the complete edition of resolution: p1 ∨ ... ∨ pj ∨ ... ∨ p
general computer animation functions
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