Answer:
Explanation:
In the given triangle AED,
Points B and D are the midpoints of sides AD and AE.
a). Therefore, AB =
AB = = 45 ft
b). AE = 2(AC)
AE = 2(30)
AE = 60 ft
c). By mid-segment theorem,
BC =
BC = ft
d). EC = AC = 30 ft
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