if fig BC and CE of triangle BCE produced to A and D respectively.if angle ECA =120 degree and angle DEB =145 degree . find angle EBC and angle BCE ?
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Answer:
EBC =60°
BCE=85°
Step-by-step explanation:
Angle ECA+ Angle ECB = 180° (Linear Pair)
120+ Angle ECB= 180°
ECB= 180-120
= 60°
Angle DEB + Angle BEC =180° (Linear Pair)
145+ Angle BEC=180
Angle BEC= 180-145
= 35°
Angle BCE + Angle CEB + Angle EBC =180 ( angle sum property of triangle)
60°+35°+ Angle EBC =180
Angle EBC = 180-95
=85°
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