How to draw a diagram defining a map as the composition of two other maps?

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I would like to know what is the most common way of drawing a diagram to define a certain map $h: X \to Z$ as the composition of some two mappings: $f : X \to Y$ and $g: Y \to Z$.

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You can say

$h$ is defined so that following diagram commutes:


(source: presheaf.com)

which for this simple diagram is precisely the same as saying that $h=gf$.

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One possibility is the following:

enter image description here
(source: presheaf.com)