Podcast
Questions and Answers
Which of the following best describes the topological sort pattern?
Which of the following best describes the topological sort pattern?
- It is used to find unique orderings of elements with dependencies.
- It is used to find the maximum number of dependencies for each element.
- It is used to find valid orderings of elements with dependencies. (correct)
- It is used to find the minimum number of dependencies for each element.
In comparison to a total order, what advantage does a topological order offer?
In comparison to a total order, what advantage does a topological order offer?
- It guarantees a unique result.
- It offers more flexibility in sorting.
- It provides a complete order.
- It allows for multiple correct answers. (correct)
Which of the following is an example of a partial order?
Which of the following is an example of a partial order?
- Taking Mathematics whenever.
- Sorting an array in ascending order.
- Taking Mathematics before English I.
- Taking English I before English II. (correct)
What is the first step in finding a solution using the topological sort pattern?
What is the first step in finding a solution using the topological sort pattern?
When does a valid topological order exist?
When does a valid topological order exist?
Which of the following best describes a topological order?
Which of the following best describes a topological order?
When is a linear ordering not possible in a topological sort?
When is a linear ordering not possible in a topological sort?
What does a cycle in a graph indicate in the context of topological sort?
What does a cycle in a graph indicate in the context of topological sort?
In the context of topological sort, what does it mean for two elements to be valid options in the ordering?
In the context of topological sort, what does it mean for two elements to be valid options in the ordering?
What is an example of a real-world problem that can be solved using the topological sort pattern?
What is an example of a real-world problem that can be solved using the topological sort pattern?
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