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So the question is, is this an example of what metacognition is all about?
Also, if you can, please provide more explanation of metacognition as well as some examples.
When we began this chapter, armed only with the basic notion of
integers and counting, we had little idea of the power of the process
of abstraction and generalization. Using the set of algebraic `laws'
or properties of numbers, Eq.(22.1) and the definition of the inverse
operations (22.2), we have been able here, ourselves, to manufacture
not only numbers but useful things like tables of logarithms, powers
and trigonometric functions (for these are what the imaginary powers
of real numbers are), all merely by extracting ten successive square
roots of ten!