ihamza494 Goto Github PK
Name: Hamza Iqbal
Type: User
Bio: Software Engineer | Developer
Name: Hamza Iqbal
Type: User
Bio: Software Engineer | Developer
https://ihamza494.github.io/notes-frontend/
physics basic Force, Acceleration and Distance covered Calculation
Question 1: Write a program that will read 10 integers from the keyboard and place them in an array. The program then will sort the array into ascending and descending order and print the sorted list. The program must not change the original array or create any other integer arrays. Hint: It requires two pointer arrays. Question 2: Write a program that will read n integers from the keyboard and place them in a jagged array as shown. Question 3: Create a StringADT.h file -> containing the definition of all the required functions Create a StringADT.cpp file -> containing the implementation of all the functions defined in header file. (Make sure to include StringADT.h file in this file). Implement and Test all the functions and Requirements. o Is Integer (checks if the string is an integer?) o To Integer (converts a string in to an Integer) o Read String (Reads a string and Returns it) o Concatenate (Concatenate two string if not too long) o String Greater (Checks if the first string is greater) o String Smaller (Checks if the first string is smaller) o String Equal (Checks if the strings are equal) Data Structures Fast NUCES –Department of Computer Science By: Ammara Yaseen Question 4: Write a program to do following operation on two dimensional array A of size m x n. You should use user-defined functions which accept 2-D array A, and its size m and n as arguments. The options are: To input elements into matrix of size m x n To display elements of matrix of size m x n Sum of all elements of matrix of size m x n To display row-wise sum of matrix of size m x n To display column-wise sum of matrix of size m x n To create transpose of matrix B of size n x m Question 5: Write user defined functions for square matrix to calculate 1. Left diagonal sum 2. Right diagonal sum
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