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B is in the interior of <AOC. C is in the interior of <BOD. D is in the interior of <COE. m<AOE=162, m<COE=68, and m<AOB=m<COD=m<DOE. Find m<DOA.

I have a sketch of the angles, and this is what I have so far as for work:

x is the measure of the three equal angles, but not DOA. I'm not sure what to do after this. Help?


  • Math -

    According to your description in my diagram AD bisects angle COE, so 2x = 68
    and x = 34

    then 3x + angle BOC = 162
    angle BOC = 162-3(34) = 102

    Then angle DOA = 34+102+34 = 170

  • Math -

    Wait, I'm confused. How does the angle equal more than what the entire thing is, which is m<AOE=162? Or did I sketch this wrong?

  • Math -

    You are right for catching that!

    My error is in the second last line

    angle BOC = 162-3(34) = 60 , (not 102)

    Then angle DOA = 34+60+34 = 128

  • Math -


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