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Question 1 Write a program that accepts a 3x3 matrix from the user and finds the transpose of it
Question 2 Explain Brief about class and objects. Also describe friend functions and friend classes
Question 3 Implement a class stack which simulates the operations of the stack allowing LIFO operations. As well implement push and pop operations for the stack
Question 4 Explain the concept of virtual function. Describe the role of polymorphism in OOPS
Question 5 How are static members declared within a template class? Explain with an example
Question 6 Name and describe the STL components. Also explain the two basic exception handling models
Command-line arguments are passed into programs using the arguments of main(). Here's a quick example, for a program called by typing "progname file.txt 1 2.7": #include #incl
using struct
Write a sequence of instructions that transfers data from memory to an external I/O device by using channel 3 of the 8237 DMA controller. Transfer from 20000H-20FFFH.
1.1 A Few Notes: 1. Please test your program with various inputs prior to submission. 2. All group members must understand the entire project for interactive grading. Equal
smugglers transfer the messages from one to another by using the mobile
Describe about the container class. -Class to hold objects in external storage or memory. It acts as a generic holder. - It has a predefined behaviour and a known interface.
Program is to define a class as library: Program is to define a class as library and perform all the function of library management by using classes and object class librar
Ask queByteland county is very famous for luminous jewels. Luminous jewels are used in making beautiful necklaces. A necklace consists of various luminous jewels of particular colo
Templates permit to create generic functions that admit any data type as parameters and return value without having to overload the function with all the possible data types. Until
Write a program to find the area under the curve y = f(x) between x = a and x = b, integrate y = f(x) between the limits of a and b. The area under a curve between two points can b
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