Question 1210457
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In pentagon ABCDE, \overline{AC} bisects \angle BCE and \overline{AD} bisects \angle CDA. 
If \angle CBD = 37^\circ and \angle CED = \angle ABC + 33^\circ, then find \angle BED, in degrees. 
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As the problem is worded/printed/presented in the post, it is INCORRECT 
and describes the situation which NEVER may happen.


Indeed, it says that AD bisects angle CDA.


But AD is the side of angle CDA, and, therefore, can not bisect angle CDA.



This gibberish does not deserve any consideration.