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Sagot :

In Δ HOW and Δ NEW

HW = NW                      ( given )

OW = EW                      ( since W intersects OW and EW )

∠ HWO = ∠ NWO         ( Vertically opposite angles )

Hence congruent by SAS congruence theorem

Another way:

∠OHW = ∠ENW             ( Alternate interior angles )

∠HOW = ∠NEW             ( Alternate interior angles )

HW = NW                       ( given )

Hence congruent by AAS congruence theorem

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