What are recursion trees and how do they work?
Recursion trees are a visual representation of the recursive calls made by a function. They help in analyzing the time complexity of recursive algorithms.
Can you give me an example of a recursion tree?
Sure! Consider the Fibonacci sequence. The recursion tree for calculating Fibonacci(5) shows how many times each Fibonacci number is computed.
How do I draw a recursion tree?
To draw a recursion tree, start with the initial function call at the root, then branch out for each recursive call, labeling the nodes with the function arguments.
What are the benefits of using recursion trees?
Recursion trees help visualize the recursive process, making it easier to understand the algorithm's behavior and to calculate its time complexity.
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