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Understanding Algorithms

Total questions: 10

Worksheet time: 5mins

Name
Class
Date
1.

What is an algorithm?

a)

A random guess without any steps.

b)

An algorithm is a step-by-step procedure for solving a problem.

c)

A recipe for cooking food.

d)

A collection of data points without a process.

2.

What are the main characteristics of a good algorithm?

a)

Obscurity, inefficiency, and fragility.

b)

Clarity, efficiency, correctness, robustness, scalability, and maintainability.

c)

Complexity, unpredictability, and inflexibility.

d)

Simplicity, speed, randomness, and flexibility.

3.

Explain the difference between a linear search and a binary search.

a)

Linear search is faster than binary search for large datasets.

b)

Binary search can be performed on unsorted arrays.

c)

Linear search requires a sorted array to function.

d)

Linear search is O(n) in time complexity, while binary search is O(log n) and requires a sorted array.

4.

What is the time complexity of a bubble sort algorithm?

a)

O(log n)

b)

O(n^2)

c)

O(n)

d)

O(n log n)

5.

Define recursion in the context of algorithms.

a)

Recursion is a method that requires multiple functions to work together to solve a problem.

b)

Recursion involves breaking a problem into smaller independent problems without self-reference.

c)

Recursion is a method in algorithms where a function solves a problem by calling itself with a subset of the original problem.

d)

Recursion is a technique where a function iterates over a list of items.

6.

What is the purpose of a sorting algorithm?

a)

To analyze data for trends and patterns.

b)

To encrypt data for security purposes.

c)

To compress data to save space.

d)

The purpose of a sorting algorithm is to arrange data in a specified order.

7.

Explain the concept of Big O notation.

a)

Big O notation describes the upper bound of an algorithm's time or space complexity as the input size increases.

b)

Big O notation only applies to space complexity, not time complexity.

c)

Big O notation is used to describe the exact runtime of an algorithm.

d)

Big O notation measures the average case performance of an algorithm.

8.

What is a greedy algorithm? Provide an example.

a)

A greedy algorithm always finds the optimal solution for any problem.

b)

An example of a greedy algorithm is the Coin Change Problem, where the goal is to make change for a given amount using the fewest coins possible. The algorithm selects the largest denomination coin first and continues to do so until the amount is reached.

c)

An example of a greedy algorithm is sorting a list in ascending order.

d)

A greedy algorithm is one that uses dynamic programming to solve problems.

9.

How does a divide and conquer algorithm work?

a)

It combines all parts of a problem into one solution without dividing.

b)

It recursively divides a problem into smaller subproblems, solves them independently, and combines their solutions.

c)

It solves the entire problem at once without breaking it down.

d)

It only works for problems with a linear structure.

10.

What is the significance of algorithms in computer science?

a)

Algorithms are irrelevant in modern computer science.

b)

Algorithms are essential for problem-solving and efficiency in computer science.

c)

Algorithms have no impact on software performance.

d)

Algorithms are only used for sorting data.