Trees are connected by acyclic graphs. this means that you should be able to go from any node u to any node v. If we say that the trees are directed, then it may not be possible to go from each node u to each node v.
In the context of rooted trees, the direction simply says which tree node is considered to be the root (starting point) or to show the parent child relations between the nodes and what it all says ... this direction does not limit the connectivity of the graph or the connection between any node and tree node. [one]
[1] if we considered the directions in the root as a real path that you can walk in a tree to go from node u to node v, then the connection would be broken, and this graph would no longer be a tree.
Anant bhargatiya
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