5. In the figure, find angles x, y and z. angle DOE= 95º and Z angleGED = 55°, angleGDO = 30°.
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x=y=z=30 it's your answer
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In ∆DOE by Angle sum property,
x + ∠DOE + ∠OED = 180
» x + 95 + 55 = 180
» x + 150 = 180
» x = 180 - 150
» x = 30°
We know that exterior angle (∠DOE) is equal to sum of two interior angles (z & ∠GDO) in a triangle (∆GOD).
So, z + ∠GDO = ∠DOE
» z + 30 = 95
» z = 95 - 30
» z = 65°
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