A constant is a variable that is immutable. The storage representation is exactly the same as for any other variable of the same type, the only difference is that all constants are allocated in the program's data segment (static memory).
beams is tying
Explain the following terms in the context of object oriented programming. Also explain how these concepts are implemented in C++ by giving an example program for each.
A bus is a communication path way connectign 2 or more devices.
explain about function call
It isn't a question, sorry.
1 Explain listing process with suitable example & Diagram
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Because it included provisions that the largest states would never agree to.
EXplain the order and unorder lists with suitable example
An entity relationship model is a visual representation of the relationships between entities in a database. For example, in a university database, you could have entities such as "Student," "Course," and "Instructor," with relationships like "Student enrolls in Course" and "Instructor teaches Course." These relationships are represented by lines connecting the entities in a diagram, showing how they are connected and interact with each other.
explain the vector representation of Coulom's law.
Yes, it can. Perhaps the simplest example is when an object moves at constant speed, in a circle. In this case, the speed doesn't change; the velocity does.
Declaring a Constant: We can declare a constant using the keyword "const". E.g. const abc='a';const number=10; const number[10]={1,2,3,4,5,6,7,8,9,10}; const name[7]={'K','U','N','D','A','N'}; #include<stdio.h> #include<conio.h> void main() { int i; const name[7]={'K','U','N','D','A','N'}; for(i=0;i<7;i++) { printf("%c",name[i]); getch(); }
In contrast, for an ellipse it is the ''sum'' of these distances that is a constant
Yes, it can. Perhaps the simplest example is when an object moves at constant speed, in a circle. In this case, the speed doesn't change; the velocity does.
Circular motion is when an object moves in a circular path around a central point. This motion involves a constant change in direction, but the speed remains constant. An example of circular motion is a planet revolving around the Sun or a car going around a roundabout.