if L||M find the value of unknown angles.
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Step-by-step explanation:
d)see above figure in which I drawn
EDC=90°
hence, x=90°. ( because sum of interior angle on same side of transversal=180°)
then, BCA=180°-90°
=90° (because DCA is straight angle)
FBA=y (corresponding angles)
then,ABC=180-y. (FBC is straight angle)
consider triangle ABC
ABC+BCA+BAC=180. (sum of interior angles of triangle)
180-y+90+50=180
y=140°
z=180°-140°(Because GED=180°)
z=40°.
e)x=180-55=125°
x+y=180° (sum of interior angles on Same side of the transversal=180°)
y=180°-125°
y=55°
x+z=180°(sum of interior angles on Same side of the transversal=180°)
z=55°
f)2x+50°=x+100°. (corresponding angles)
x=50°
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