Define f(x) = sinx on [0, 2pi]. Find two increasing functions h and g for which f = h — g on
[0, 2pi].
f=sinx=cos(π2−x)f=h↦gh(x)=π2−x, g(x)=cosx\displaystyle f = \sin{x} = \cos\left(\frac{\pi}{2} - x\right) \\ f = h \mapsto g \\ h(x) = \frac{\pi}{2} - x,\,\,g(x) = \cos{x}f=sinx=cos(2π−x)f=h↦gh(x)=2π−x,g(x)=cosx
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