Haskell Programming Exercises
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Haskell Programming Exercises

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@NicestParallelism

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Questions and Answers

What does the function double calculate when applied to the number 2?

  • 2
  • 6
  • 4 (correct)
  • 8
  • If you define a function such that sum [x] = x for any number x, what does this imply about the behavior of the function sum?

  • It does not work for negative numbers.
  • It returns the sum of a fixed number of elements.
  • It can handle multiple elements correctly.
  • It only works for lists with a single element. (correct)
  • What is the expected output of the function product when applied to the list [2,3,4]?

  • 18
  • 12
  • 24 (correct)
  • 20
  • To modify the function qsort to produce a reverse sorted list, how should the comparison logic be adjusted?

    <p>By changing the comparison operator to less than.</p> Signup and view all the answers

    In functional programming, what is the main characteristic of the functions sum and product described in the exercises?

    <p>They are both purely functional without side effects.</p> Signup and view all the answers

    Study Notes

    Haskell Report

    • The Haskell Report is a document that provides a formal specification of the Haskell programming language.
    • It is freely available for download on the Haskell website.

    Chapter Remarks

    • There are resources available that provide more detailed historical accounts of functional languages and the development of Haskell.

    Exercise 1

    • The function double takes a number as input and returns the result of multiplying that number by 2.
    • An alternative implementation would be to use the addition operator: double x = x + x.

    Exercise 2

    • The function sum takes a list of numbers as input and returns the sum of all the numbers in the list.
    • The equation sum [x] = x is true for any number x because the list contains only one element, which is x.

    Exercise 3

    • The function product should take a list of numbers as input and return the product of all the numbers in the list.
    • An example implementation is product [] = 1; product (x:xs) = x * product xs.
    • Using this implementation, product [2,3,4] = 24 because 2 * (3 * (4 * 1)) = 24.

    Exercise 4

    • The function qsort sorts a list in ascending order.
    • To modify qsort to sort a list in descending order, you would need to reverse the order of elements in the list.
    • This can be achieved by reversing the list before sorting it or by reversing the order of elements while sorting.

    ### Exercise 5

    • Replacing <= with >= in the definition of the function qsort would reverse the order in which elements are compared.
    • This would result in the function sorting the list in descending order instead of ascending order.

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    Description

    This quiz focuses on exercises related to the Haskell programming language, including functions for doubling a number, summing a list, and calculating the product of a list. It serves as a practical application of Haskell concepts and helps reinforce understanding of functional programming principles.

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