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Triangle ABCABCABC has AC=BCAC=BCAC=BC and ∠ACB=96∘ \angle ACB = 96^\circ ∠ACB=96∘.
DDD is a point in ABCABCABC such that ∠DAB=18∘ \angle DAB = 18^\circ∠DAB=18∘ and ∠DBA=30∘\angle DBA = 30^\circ ∠DBA=30∘.
What is the measure (in degrees) of ∠ACD? \angle ACD?∠ACD?
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