Comparison of Fibonacci Series Generation Using Iterative and Recursive Methods

In the recursive visualization of fib(5), why do multiple nodes with the same label (e.g., f(2)) appear?
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When stepping through the recursive simulation, why does the call stack grow before any values are returned?
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In the iterative Fibonacci simulation, how does the execution flow differ from the recursive version?
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Based on the simulation, which visualization shows a call tree structure?
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Why does the total number of calls grow rapidly in the recursive simulation as n increases?
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When comparing both simulations, which approach uses constant extra memory?
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While observing both modes, why does the iterative simulation complete with far fewer steps?
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If memoization were added to the recursive simulation, how would it compare visually to the iterative version?
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After using both simulations, which statement best summarizes the trade-off?
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