Question
P5.AN.JM.17083154-A1
In the figure, DEG is a triangle with EG = ED, while CDEF is a parallelogram and FEG is a straight line. Given ∠EFC = 98°, ∠BEG = 138° and ∠CBE = 54°, find
  1. ∠EDG
  2. ∠BED
4 m
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Primary 5 ANGLES P5.AN.JM.17083154

17 Jun 2024, 08:00 AM

In the figure, DEG is a triangle with EG = ED, while CDEF is a parallelogram and FEG is a straight line. Given ∠EFC = 98°, ∠BEG = 138° and ∠CBE = 54°, find
  1. ∠EDG
  2. ∠BED
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