Fibonacci Using Recursion
📖 Scenario: You want to calculate the Fibonacci number at a certain position. The Fibonacci sequence starts with 0 and 1, and each next number is the sum of the two before it.Imagine you are building a simple calculator that finds the Fibonacci number for a given position using a method called recursion, where the function calls itself.
🎯 Goal: Build a recursive function called fibonacci that takes a number n and returns the Fibonacci number at position n.Then, use this function to find the Fibonacci number at position 6 and print the result.
📋 What You'll Learn
Create a variable
n with the value 6.Create a recursive function called
fibonacci that takes a number num and returns the Fibonacci number at that position.Use the base cases: if
num is 0, return 0; if num is 1, return 1.For other cases, return the sum of
fibonacci(num - 1) and fibonacci(num - 2).Call the
fibonacci function with n and store the result in a variable called result.Print the value of
result.💡 Why This Matters
🌍 Real World
Fibonacci numbers appear in nature, computer algorithms, and financial models. Understanding recursion helps solve problems that break down into smaller similar problems.
💼 Career
Recursion is a key concept in programming interviews and algorithm design. Knowing how to write and understand recursive functions is important for software development roles.
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