Write a python program to implement the different set operation Union, Intersection, Difference and Symmetric for the set. E= {A, B, Z, J, F} N= {B, H, I, F, A}
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- Write a c++ code that compare the times to traverse a list (containing a large number of elements) implemented in an array, in a simple linked list, and in an unrolled linked list. In this experiment, you need to generate a large list, store it in each representation, and then measure the time to traverse the list in each representation. For the array, this is almost straightforward: Fill the array and then do a sequential scan. Here is the thing to watch for: When you fill the array, it all gets read into cache. So, somehow you need to ensure that almost all of the array is NOT in cache before you do your traversal. One thing you can do is make your array big enough that most of it will not fit in cache at once. You need to make sure that the node capacity is not too small, or it will behave too much like a simple linked list.Code this in C program A set of integers 0..MAX may be implemented using an array of boolean values. This particular implementation is called a bit-vector implementation of a Set. Since C doesn’t have the Boolean data type, then substitute TRUE with 1 and FALSE with 0, or define 1 and 0 as TRUE and FALSE, respectively.For example, if the integer 3 is an element of the set, then the array element indexed by 3 is TRUE. On the other hand, if 3 is not an element, then the array element indexed by 3 is FALSE. For example: if s = {3,4,6,8}, the array looks like this: 0 1 2 3 4 5 6 7 8 9 FALSE FALSE FALSE TRUE TRUE FALSE TRUE FALSE TRUE FALSE Implement a programmer-defined data type called BitSet to represent a set as follows:typedef int BitSet[MAX];Implement the following functions:void initialize(BitSet s); - set all array elements to FALSEvoid add(int elem,BitSet s);- set the item indexed by elem to TRUEvoid display(BitSet s);- display the set on the screen using set notation,…For this task, save your work in allperm.py Remember the set data type? Well, you can look it up in Python's documentation. In this task, you will implement a recursive function all_perm(n: int) -> set[tuple[int, ...]] that takes an integer n> 0 and returns a set containing all the permutations of 1,2,3,..., n. Each per- mutation must be represented as a tuple. For example: • all_perm (1) == {(1,)} • all_perm(2) • all_perm (3) == {(1,2,3), (1,3,2), (2,1,3), (2,3,1), (3,1,2), (3,2,1)} = {(1,2), (2,1)} Restrictions: Do not write a helper function. Your function must be recursive, and must work with sets and tuples directly. You are not allowed to import anything. Hints: Consider how we can use all_perm (2) to create the answer for all perm(3). Perhaps the following diagram will help (pay close attention to the color coding and numbers in boldface fonts): all_perm (2) == {(1,2), (2, 1)) all_perm (3) == {(3, 1,2), (1,3,2), (1,2,3), (3, 2, 1), (2, 3, 1), (2, 1,3)} all_perm (4) ==…
- Write a code in C language that will create graphs and write them to a file in a particular format. The program should be able to accept a number of vertices, create an cycleusing adjacency list data structure and finally output the graph. Where N is the number of vertices in the graph with V vertices and E edges. P[] = Pointer for each vertex V, 1 <= V <= N denoting the starting point in E[] of the list ofvertices adjacent to vertex V. That is, the vertices adjacent to vertex V are indicated inlocations E[P[V]], E[P[V]+1], ..., E[P[V+1]-1].E[] = list of distinct graph edges (length = 2E)Give the asymptotic running timeRun your code for various values of n and time itCreate a table showing the running times for various values.Create a graph of the running times vs various values. Use a linear scale on theaxis.Please write a function PythQuad(n) in python that generates a list of pythagorean quadruples (x,y,z,w) such that x <= y <= z <= w < n. Please do not use a triply nested loop, use the properties of a pythagorean quadruple to write the function.In C program A set of integers 0..MAX may be implemented using an array of boolean values. This particular implementation is called a bit-vector implementation of a Set. Since C doesn’t have the Boolean data type, then substitute TRUE with 1 and FALSE with 0, or define 1 and 0 as TRUE and FALSE, respectively. For example, if the integer 3 is an element of the set, then the array element indexed by 3 is TRUE. On the other hand, if 3 is not an element, then the array element indexed by 3 is FALSE. Implement a programmer-defined data type called BitSet to represent a set as follows: typedef int BitSet[MAX]; Implement the following functions: void initialize(BitSet s); - set all array elements to FALSE void add(int elem,BitSet s); - set the item indexed by elem to TRUE void display(BitSet s); - display the set on the screen using set notation, e.g. {3,4,5,6} - this means that you will print the index value if the content of that cell is TRUE void getUnion(BitSet result,BitSet s1,BitSet…
- Write a program in c++ and make sure it works, that reads a list of students (first names only) from a file. It is possible for the names to be in unsorted order in the file but they have to be placed in sorted order within the linked list.The program should use a doubly linked list.Each node in the doubly linked list should have the student’s name, a pointer to the next student, and a pointer to the previous student. Here is a sample visual. The head points to the beginning of the list. The tail points to the end of the list. When inserting consider all the following conditions:if(!head){ //no other nodes}else if (strcmp(data, head->name)<0){ //smaller than head}else if (strcmp(data, tail->name)>0){ //larger than tail}else{ //somewhere in the middle} When deleting a student consider all the following conditions:student may be at the head, the tail or in the middleBelow, you will find a sample of what the file looks like. Notice the names are in…Write a C++ or Java program that uses bit strings to find A ∪ B, A ∩ B, and A – B given subsets A and B of a universal set with 10 elements {0, 1, 2, 3, 4, 5, 6, 7, 8,9}. You have to use bit string Print to the screen set A, set B ( be sure to print out the name of the sets), as well as the set operation results(be sure to print out the name of the operations). The program requires that elements of subsets A and B are from user input. You can make the assumption that user input numbers are within the domain of the set {0, 1, 2, ..., 9} and there is no improper input.Additional requirements and reminders:• The use of STL, templates, and operator overloading is not permitted in any form.• Remember: You must use a bit string when representing a set. You may not use an array ofBoolean variables.• The elements of subset A and subset B must from user input. You may not hardcode the two subsets in your program.Hint:(1) It is a bit easier to program if we construct the bit string of a set…PYTHON: Give a recursive implement to the following function: def split_by_sign(lst, low, high) The function is given a list lst of non-zero integers, and two indices: low and high (low ≤ high), which indicate the range of indices that need to be considered. The function should reorder the elements in lst, so that all the negative numbers would come before all the positive numbers. Note: The order in which the negative elements are at the end, and the order in which the positive are at the end, doesn’t matter, as long as all he negative are before all the positive. Please type answer no write by hend.
- code required for python: For this question, you will be required to use the binary search to find the root of some function f(x)f(x) on the domain x∈[a,b]x∈[a,b] by continuously bisecting the domain. In our case, the root of the function can be defined as the x-values where the function will return 0, i.e. f(x)=0f(x)=0 For example, for the function: f(x)=sin2(x)x2−2f(x)=sin2(x)x2−2 on the domain [0,2][0,2], the root can be found at x≈1.43x≈1.43 Constraints Stopping criteria: ∣∣f(root)∣∣<0.0001|f(root)|<0.0001 or you reach a maximum of 1000 iterations. Round your answer to two decimal places. Function specifications Argument(s): f (function) →→ mathematical expression in the form of a lambda function. domain (tuple) →→ the domain of the function given a set of two integers. MAX (int) →→ the maximum number of iterations that will be performed by the function. Return: root (float) →→ return the root (rounded to two decimals) of the given function. my code below , however as…It is known that a matrix can be understood (in python) by a list of lists. In this context, make a program that receives 9 numbers, organize them in a matrix 3 x 3 and print this matrix and its transpose. In Phyton3PLEASE WRITE IN C++ Implement a program that uses an array based binary tree (sequential tree) that has a menu with these options: 1.) insert (This option asks the user for a size and then creates the array based tree, filling the tree with characters or integers . Fill the sequential tree as a complete tree and insert keys as children to specific parents, It is also straightforward to insert children to specific parents due to the fixed nature of the parent child relationship, with a parent having children at indexes ( 2 * Parent index ) + 1, and + 2.). 2.) search (asks user for a character to search in the tree then prints if it is in the tree or not.) 3.) quit (exits program)