CS UNIT 10

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Questions and Answers

Explain how data types ensure accurate measurements in programming, contrasting integers and real numbers.

Data types classify data for specific purposes. Integers are for counting, while real numbers allow accurate decimal measurements.

How would a programmer choose between using an INTEGER and a REAL data type for storing temperature measurements?

If only whole number temperatures are needed, INTEGER should be used. If decimal precision is necessary, REAL is more appropriate.

Describe a scenario where a BOOLEAN data type is crucial for controlling program flow.

A BOOLEAN variable can track whether a condition is met, determining if certain code blocks are executed or skipped.

Explain the importance of declaring data types before using them in pseudocode or a programming language.

<p>Declaring data types allocates memory and informs the system how to interpret and manipulate the data, preventing errors.</p>
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How does a record data type allow a programmer to group related items, and why is this useful?

<p>Records group related items of different data types under a single identifier, organizing data and simplifying access.</p>
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What distinguishes a composite data type like a record from basic data types such as integers or strings?

<p>Composite data types are constructed using existing data types, while basic types are the fundamental, indivisible units.</p>
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Before using a record data type, what step must a programmer take, and why is this step necessary?

<p>A programmer must define the record structure, specifying its fields and their data types to allocate appropriate memory and structure.</p>
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Explain how accessing an item within a record differs from accessing a standalone variable.

<p>Items in records are accessed using the record identifier followed by the item identifier, whereas standalone variables are accessed directly by their identifier.</p>
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What is the primary use of an array, and why is it more efficient for certain tasks than using multiple individual variables?

<p>An array serves to store multiple elements of the same data type, accessed via a common identifier and index, enabling efficient access or processing.</p>
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How do "lower bound" and "upper bound" define the range of accessible elements within an array?

<p>Lower bound is the index of the first accessible element, and upper bound, the index of the last enabling access of elements.</p>
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What is the purpose of an index in an array, and how is it used to access a specific element?

<p>An index is a numerical indicator of an element's position in the array, used to access that element using the array's identifier.</p>
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In pseudocode, what information is included when declaring a 1D array, and why is each piece of information necessary?

<p>Identifier (name), lower/upper bounds &amp; data type are necessary to allocate memory and enable access with type verification.</p>
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How does a 2D array extend the concept of a 1D array, and what are its common applications?

<p>A 2D array is a table of rows and columns of same type, suited for representing grids, matrices, or tabular data.</p>
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In pseudocode, what additional information is needed to declare a 2D array compared to a 1D array?

<p>Besides identifier &amp; data type, one also includes lower/upper bounds for both rows AND columns to properly define array dimensions.</p>
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Describe how items in a 2D array are accessed, referencing rows and columns.

<p>Items are accessed via array identifier and two indices: 1st for row, 2nd for column such as <code>myArray [7,0]</code>.</p>
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Arrays organize many items in an organized manner; what are some applications of arrays, particularly when combined with their indices?

<p>Arrays, where easily accessible uniform data items can be placed, alongside indices, create searchable, sortable and orderable lists.</p>
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Describe the linear search algorithm. What are the key steps, and where can its efficiency be limited?

<p>Linear search looks at each array element to find a specific element, but its efficiency suffers for bigger array.</p>
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What is the purpose of the upperBound and lowerBound variables in the pseudocode for the linear search algorithm?

<p>These help make algorithm adaptive for different sized lists and allow an easier adjustment for modifications to fit new parameters.</p>
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Why does the REPEAT UNTIL loop in the find item algorithm have 2 conditions? What would happen without either condition.

<p>Dual conditionals is an efficiency consideration and if the find condition is omitted, it can cause an infinite look &amp; vice versa.</p>
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Outline the benefits of using the identifier table when coding, especially for algorithms requiring many variables.

<p>This helps manage and remember variable use and helps to quickly understand each algorithm variable.</p>
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What is meant by a "bubble sort"? How do elements get sorted with each pass, and when does the algorithm terminate?

<p>Sorting technique entails comparing adjacent elements &amp; interchanging their positions if improperly ordered. Ends when there are no further position changes.</p>
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Explain how the swap variable is utilized and when the algorithm can be terminated using swap, with respect to the bubble sort algorithm.

<p><code>swap</code> tracks interchanged positions, and a termination arises when, after a cycle, no interchanges means elements are properly positioned.</p>
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What is the purpose of text files in programming, and give an example?

<p>Storing persistent data gets facilitated by the reusability capabilities of text files, even after the program closes.</p>
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With respect to pseudocode operations with text files, explain functions of OPEN, READ, WRITE, APPEND, CLOSE and the purpose of EOF.

<p><code>OPEN</code> initiates file use. <code>READ</code>/<code>WRITE</code> are for data stream. <code>APPEND</code> combines written files. <code>CLOSE</code> stops file use. <code>EOF</code> detects end.</p>
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How does opening a file in 'WRITE' mode differ from opening it in 'APPEND' mode, concerning existing content?

<p><code>WRITE</code> overwrites content, while APPEND extends content, providing better file management.</p>
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Describe Abstract Data Types (ADTs). How should they get applied when programming, and list prominent ADTs?

<p>ADTs define data structure and operations. Important ADTs consist of queues, stacks, and linked lists.</p>
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Detail the LIFO structure. How does it get managed? Give examples of applicable scenarios.

<p>Stacks enforce access via LIFO, where items are pushed to and popped from top. Stacks are important in computing memory.</p>
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With respect to queues, describe the FIFO procedure and give the respective addition and removal rules.

<p>Queues use FIFO where items are added via enqueue and take away using dequeue, helping maintain an order.</p>
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How do Linked Lists differ in linking and order from stacks or queues? What is the advantage of this difference?

<p>Linked lists point elements, which promotes flexible insert but complexity. Stacks/queues enforce rules for structured data.</p>
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Explain how stacks and queues use pointers, and what do these pointers indicate?

<p>Stacks use top/base, where the top identifies top item &amp; base the first while the queue's identifies order via front/rear.</p>
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Under what conditions would it be beneficial to use a queue versus a stack in managing computer tasks?

<p>Queues excel when ordering events (scheduling), yet stacks work best at memory management.</p>
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How are push and pop operations performed, regarding increasing or decreasing any relevant data structure indicators (such as pointers)?

<p>Push increments top pointers, placing an element at this pointer; pop decrements it, removing that located element.</p>
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What does a stackful variable indicate, and how does it affect push operations?

<p>Stackful measures capacity and prevent overflow which leads to potential data corruption during push scenarios.</p>
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For circular queues, why is a circular implementation required? When do front and rear indicators change to start or end, and in what case are they reset?

<p>Allows full array with no relocation. Indicators reset upper &amp; when total items do not exceed.</p>
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What is the function of the startPointer and heapPointer in linked lists?

<p><code>startPointer</code> marks first element and heap marks unassignable. Adding moves starts to head/removes.</p>
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Explain how unused nodes or empty linked list elements help for reassigning the space, if deletions and adding operations happen.

<p>These create nodes or new assignments via heap pointer tracking; unused are organized to handle new assignment.</p>
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Describe what startPointer changes when new element adds to linked with respective algorithm.

<p>This pointer shifts where 4 steps: find head, place is with pointer reassign is at head.</p>
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Explain what happens to heapStartPointer after data additions when space has been successfully utilized for each situation related with adding algorithms.

<p>Its set or shifts for element tracking: addition sets heap and adds.</p>
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The heap linked lists in element operations enable efficient management for storage. If elements need removed and replaced, how get allocated?

<p>Removal marks the unused/replaced, adding updates with allocated pointers, which creates efficient flow.</p>
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While setting up the heap list, how does the myLinkedListPointers array assist for linking processes? What is set up with negative one, after set completion?

<p>The array links elements to pointer, which helps facilitate efficient traverse/utilization and negative one ensures terminated connections for pointers.</p>
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Flashcards

Data type

A classification of data that determines the type of values it can hold and how it can be used.

Identifier

A unique name assigned to a data item.

Record (data type)

A composite data type that groups related items, possibly of different data types.

Composite data type

A data type built from other, more basic data types.

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Array

A data structure that stores multiple elements of the same data type.

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Index (array)

A numerical value indicating an item's position within an array.

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Lower bound

The index number of the first element in an array.

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Upper bound

The index number of the final element in an array.

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Linear search

A searching algorithm where each element of an array is checked in sequence.

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Bubble sort

A sorting algorithm that orders data by repeatedly comparing adjacent items and swapping them.

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File

A named collection of data stored for later use.

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Abstract data type (ADT)

A collection of data and operations without specifying implementation details.

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Stack

A list where items are added and removed based on the last-in, first-out (LIFO) principle.

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Queue

A list that operates on a first-in, first-out (FIFO) principle.

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Linked list

A list where each item contains data and a pointer to the next item.

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Boolean

True or false value.

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Char

Single character.

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Date

A value representing time.

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Integer

A whole number.

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Real

A number with decimal.

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String

Data type holding multiple characters.

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Study Notes

  • Data types are classifications of data that determine the possible values and operations.
  • Integers are whole numbers, while real numbers are numbers with decimal points.
  • Understanding and using data types appropriately is essential for problem-solving in programming.

Basic Data Types

  • Boolean: Logical values (True/False). Represented as BOOLEAN in pseudocode, bool in Python, boolean in Java and VB.NET.
  • Char: Single alphanumeric character. Represented as CHAR in pseudocode, char in Java, and Char in VB.NET. Not used in Python
  • Date: Represents a date. Represented as DATE in pseudocode, class datetime in Python, class Date in Java, and Date in VB.NET.
  • Integer: Whole number. Represented as INTEGER in pseudocode, int in Python, byte/short/int in Java, and Integer in VB.NET.
  • Real: Number with a decimal point. Represented as REAL in pseudocode, float in Python/Java, and single/double in VB.NET.
  • String: Sequence of alphanumeric characters. Represented as STRING in pseudocode, str class in Python, and String class in Java/VB.NET.
  • Declaration statements in pseudocode take the form: DECLARE <identifier> : <data type>.
  • Identifiers are unique names given to data items for identification purposes.

Records

  • Records are composite data types that group several related items, potentially of different data types, under a single identifier.
  • This composite type streamlines the handling of data, making code more structured and maintainable.
  • A record's items can be accessed via <identifier>.<item identifier>, for example, Book.author.
  • You must declare the structure of a record using the TYPE keyword before declaring variables of that record's type.
  • Pseudocode record type definition:
    TYPE <Typename>
    DECLARE <identifier> : <data type>
    ...
    ENDTYPE
    

Arrays

  • Arrays are data structures that store multiple elements of the same data type.
  • Elements are accessed using an index number that represents the position of the element in the array.
  • The first element's index is the lower bound, and the last element's index is the upper bound.
  • Arrays can be one-dimensional (1D) or multi-dimensional (2D, 3D etc.).
  • A one-dimensional (1D) array can be viewed as a list.
  • A two-dimensional (2D) array can be viewed as a table with rows and columns.
  • Pseudocode to declare a 1D array: DECLARE <identifier> : ARRAY[<lower bound>:<upper bound>] OF <data type>.
  • Pseudocode to declare a 2D array: DECLARE <identifier> : ARRAY[<lower bound row>:<upper bound row>, <lower bound column>:<upper bound column>] OF <data type>.
  • Linear Search sequentially checks each element in an array to find a target value.
  • It starts from the lower bound and continues until the item is found or the upper bound is reached.
  • Pseudocode includes setting a found flag, an index variable, and a REPEAT UNTIL loop.
  • Time complexity is O(n) in the worst case

Bubble Sort

  • Bubble Sort is a sorting algorithm that repeatedly steps through the list, compares adjacent elements, and swaps them if they are in the wrong order.
  • Each pass places the next largest element into its correct position.
  • Process repeats until no swaps are needed, indicating the list is sorted.
  • Pseudocode includes nested loops: an outer loop to reduce the number of elements to compare, and an inner loop to step through the array.
  • Time complexity is O(n^2)

Files

  • Files store data for later use.
  • Text files store sequences of characters with optional end-of-line markers.
  • Pseudocode Statements for file handling:
    • OPEN <file identifier> FOR <file mode>: Opens a file. Modes include READ, WRITE, and APPEND.
    • READFILE <file identifier>, <variable>: Reads a line from the file into a string variable.
    • WRITEFILE <file identifier>, <variable>: Writes a line to the file from a string variable.
    • EOF(<file identifier>): Function to check for the end-of-file condition.
    • CLOSEFILE <file identifier>: Closes the file.

Abstract Data Types (ADTs)

  • Abstract Data Types (ADTs) are collections of data with defined operations.
  • Common ADTs include stacks, queues, and linked lists.
  • Stack: Operates on the Last In, First Out (LIFO) principle
  • Queue: Operates on the First In, First Out (FIFO) principle
  • Linked List: A chain of items in which each item points to the next item. In a linked list a new item is always added to the start of the list.

Stacks

  • Stacks operate under the Last In, First Out (LIFO) principle.
  • push: adds an item to the top of the stack.
  • pop: removes the top item from the stack.
  • Base pointer points to the first/bottom item.
  • Top pointer points to the last/top item.

Queues

  • Queues operate under the First In, First Out (FIFO) principle.
  • enqueue: Adds an item to the rear of the queue.
  • dequeue: Removes an item from the front of the queue.
  • Front pointer points to the first item.
  • Rear pointer points to the last item.
  • It is often managed as a circular queue to avoid moving items.

Linked Lists

  • Linked lists contain a sequence of nodes, each with data and a pointer to the next node in the list.
  • Implemented using arrays (one for data and another for pointers).
  • A start pointer indicates the beginning of the list.
  • A heap manages available (empty) positions for new nodes.
  • New items are commonly added to the start of the list.

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