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The question cannot be answered on two counts:

first of all, how "high" the tree is would mean how far off the ground the tree is, although the question probably meant how "tall" the tree is

more importantly, the question does not mention how tall the pole is, so it is not possible to determine how tall the tree is, even assuming that both the tree and the pole are at right angles to the ground

Answer

The ratio of the height of the pole (Hp) to the length o the shadow of the pole (Lsp) is the same as the ratio of the height of the tree (Ht) to the length of the shadow of the tree (Lst).

So

Hp/Lps = Ht/Lst

So inserting the known data:

Hp/11 = Ht/38

Then reorganizing:

Ht = 38/11 Hp = 3.45Hp

The tree is 3.45 times the height of the pole

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Q: How high is a tree that casts a 38 ft shadow when at the same time a pole casts an 11 ft shadow?
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