$h(x) = f[g(x)]$
τότε
$h''(x) =$
α) $f''[g(x)]g'(x) + f ' [g(x)]g''(x)$
β) $f ''[g'(x)] [g' (x)]^2 + f[g' (x)]g''(x)$
γ) $f''[g(x)] [g' (x)]^2 + f' [g(x)]g''(x)$
δ) $f ''[g(x)]g'(x) + f[g(x)]g''(x)$
ε) $f '[g(x)] [g' (x)]^2 + f[g(x)]g''(x)$
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