Respuesta :

check the picture below.

we know H, E and D are midpoints, and as you call from the previous one, the midsegment is made by the midpoints, so HE is the midsegment of the triangle, with a parallel base of UV, well, we know what UV is, so the midsegment is half that.
Ver imagen jdoe0001
david8644

Answer:

22 units long.

Step-by-step explanation:

Since the triangles are similar there exists correspondance in the angles, so in order to solve this you just have to clear the function:

[tex]\frac{44}{HE} =\frac{56}{28} \\HE=\frac{44*28}{56} \\HE=22[/tex]

So the answer to the question is that HE is 22 units long.

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