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ABCABCABC is a right triangle with ∠ACB=90∘\angle ACB=90^\circ∠ACB=90∘. M MM is the midpoint of AB,AB,AB, and DDD is a point such that MC=MDMC = MDMC=MD with points CCC and DDD lying on opposite sides of AB,AB,AB, as shown in the diagram.
If ∠DAB=40∘ \angle DAB = 40 ^ \circ∠DAB=40∘, what is ∠DCA \angle DCA ∠DCA?
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