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SEAMO 2027 - Paper E - SET 01 - Self-study Question 2

SEAMO · SEAMO 2027 - Paper E - SET 01 - Self-study

Question 2

In the figure, $AD$ bisects $\angle BAC$ and $\angle CDA=45^\circ$. Find $\angle BED$. The right-angle mark means $CE\perp AB$; $B,D,C$ are collinear and $B,E,A$ are collinear. $F$ is the intersection of $AD$ and $CE$.

Question illustration
  1. $32^\circ$
  2. $36^\circ$
  3. $38^\circ$
  4. $45^\circ$
  5. $48^\circ$