Angle Relationships Involving Parallel Lines and an Isosceles Triangle

Angle Relationships Involving Parallel Lines and an Isosceles Triangle

Secondary 1

In the diagram, \(ABC\) is a straight line. \(EG=EB\) and \(FE\) is parallel to \(AC\). \(\angle EBC=48{}^\circ \) and \(\angle EBG=73{}^\circ \). Find the value of

  1. \(x\),
  2. \(y\),
  3. reflex \(\angle EFG\),

stating your reasons clearly.

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Answer:(a) \(x=59\) (b) \(y=14\) (c) reflex \(\angle EFG=301^\circ\)

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