Why are problems requiring exponential time complexity ($O(2^n)$) typically deemed intractable?

Answer

The resource demands grow too quickly for even the largest supercomputers to handle meaningfully as the input size increases

Exponential growth makes the required resources astronomically large even for moderate input sizes, far exceeding what current or foreseeable technology can manage within a practical timeframe.

Why are problems requiring exponential time complexity ($O(2^n)$) typically deemed intractable?

#Videos

Algorithms Explained: Computational Complexity

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