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How are complex (yet fundamental) functions calculated without a graph? In even simpler words, how do graphing calculators actually compute them?

Trigonometric functions and the like such as logarithms seem to be really useful in defining piecewise functions and the like using an equation, however is it possible to define them over all their domains using the arithmetic basic operators we have?

Since these trigonometric often don't show a progression, how do we go on to define them using something using our arithmetic operators? Do we need to create a generating-piecewise function first?

Sorry if a similar question has already been asked, I didn't seem to find one with a satisfactory answer.

Frederik vom Ende
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