SOLUTION: Find &#8736;<font face="symbol">q</font> Find &#8736;<font face="symbol">f</font> {{{drawing(400,52400/233,-10,223,-10,121, locate(100,0,AB=213), locate(214,56,111), line(0,0,2

This figure is drawn to scale:


AE = AB-EB = AB-DC = 213-185 = 28

tan(∠DAE) =  =  =  = 

∠DAE = 75.84236735°

tan(∠CAB) =  =  = 

∠CAB = 27.52522574°

∠q = ∠DAE-∠CAB = 75.84236735°-27.52522574° = 48.31714161°

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∠f is an exterior angle to ΔAEF,
so it is the sum of the two remote interior angles of ΔAEF,

so ∠f = ∠CAE + ∠AEF = 27.52522574°+ 90° = 117.5252257°

Edwin 

∠q = ∠DAE - ∠CAE = 75.84 – 27.53, or 

∠f = ∠CAE + ∠AEF, or 27.53 + 90, or