Real world use of even and odd functionsWhat is the real world use of knowing whether a function is odd or even? Any practical examples?For example, quadratic equations, differential equations and calculus in General is used for, among other things, determining motion of bodies. Just knowing that a function is symmetrical or not, help how? In terms of solving practical problems with the knowledge.

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fobiosofia3ql · Accepted Answer

Solving for r:            r      3        =          375      3        =    125  r=5Geometric Sequence is ...3,15,75,375

kituoti126 · Accepted Answer

Step 1The Borsuk-Ulam theorem has lots of equivalent formulations in terms of odd and even functions. For example:A continuous odd function   f  :      S    n    →            R        n   vanishes at some point.Step 2An application of this theorem, that seems to be something about the real world is the following (this might not strictly be true, depending on your assumptions):At any point of time, there are two antipodal points on the earth, with the same temperature and pressure.

Real world use of even and odd functions. What is the real world use of knowing whether a function is odd or even? Any practical examples?

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