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Data structures And algorithm

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Document contain notes of array and linked list in detail , both are the main topic of data structure and algorithms in computer science field course.

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Uploaded on
February 25, 2023
Number of pages
4
Written in
2022/2023
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Class notes
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Mush durrani
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DSA CS-2101



Arrays and Linked List in Data
Structure
1.1 Arrays in Data Structure | Declaration, Initialization, Memory
representation
We'll discuss how data is represented in memory, and the need for
arrays. As we often have to process large amounts of data, and arrays allow us
to store multiple values under one variable name. We'll cover how arrays can
be declared and how data can be stored in memory.
The declaration of arrays is language-specific. The elements of the array
are stored in consecutive or continuous locations, with their index starting
from zero. The size of the array cannot be changed at runtime. We'll discuss
how data is stored in memory, with the binary form of the data being
converted and then stored.
The formula to calculate the address of an element is the base address
plus the index value multiplied by the size of the data type. We'll cover how to
initialize the array at runtime using loops or predefined functions, and how to
take data from the user and store it in an array.

1.2 Array Operations - Traversal, Insertion
You are also going to have to use the interposition function to insert the data
at the beginning of the area. Finally, you are going to have to use the printf
function to print the data at the end of the area.

1.3 Array Operations | Deletion from Array
And finally, we'll discuss the time complexity. value so delete the value at
position four so now the updated area is now 5 and if you want to print this
then you can write this value down at the bottom of the for loop and then you
can print this value at the top of the for loop.

2.1 Introduction to Linked List | Need of Linked List
Memory is very crucial data source in our system we don't have
unlimited memory in a computer system fine so it is a responsibility of a
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