Given: triangle ABC, external angle D, bisector C1, angle C = 16, angle B = 8. Find: angle CAD.

If the outer corner D belongs to the vertex A, then:
The outer corner is equal to the sum of two inner ones that are not adjacent to it.
If the angle C = 16 °, and the angle B = 8 °, then the angle CAD = 16 + 8 = 24 °.



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