What's the measure for angle fde and cde

FDC, the total angle, is 61º.
The angles composing FDC, which are FDE and CDE, can be added together to equal FDC.
So, this turns into an algebra problem.
FDE + CDE = FDC
Plug in the given values for all 3 angles.
(2x+5) + (10x-4) = 61.
combine
12x+1 = 61
      -1     -1
12x = 60
/12     /12
x=5
Now that we have x, plug into the values of FDE and CDE to get numbers.
2(5)+5 = 15º
10(5)-4 = 46º
We can check our answers by adding them; they should equal 61.
15 + 46 =?
61
So, we got the right answers.
FDE measures 15º, and CDE measures 46º.
I'm not sure if there was a misprint or I can't see the correct answer with the picture taken, but I'd say that none are right.

M< 5 = 80 , < 2 = 80, < 6= 100, < 3= 100, < 7= 80, < 4= 80, < 8= 100