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The scale isn't even linear. As a pie slice gets shorter, it gets exponentially smaller in area. We judge size by visual area, not a single dimension.



Are you confusing exponential growth with quadratic growth?


subset


What do you mean?


Quadratic growth is a subset of exponential growth. So both are correct?


The biggest difference: The second derivative of quadratic growth (the change in the rate of change) is constant. While any derivative of exponential growth stays exponential.

For quadratic growth, think naive sorting like bubble sort. For exponential growth, think bogosort.

Technically: If you use Big-O notation, then indeed O(x^2) \subset O(a^x). But also O(x) \subset O(x^2) \subset O(a^x).




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