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Step-by-step explanation:
Ang Refers to Angle
angACB + angDAC + angDBE = 180
90 + 50 + angDBE = 180
angDBE = 40
Since AC = CD ∆ACD is a Isoceles triangle
angADC = angDAC = 50
angEDC = 90 (As EDCF is a rectangle)
angBDE = 180 - 90 - 50
angBDE = 40
angDEB = 110
angDEC = 70 (Linear Pair)
angFEC = 20
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