If AB II CD, EF ⊥ CD and ∠GED = 1260, find ∠AGE, ∠GEF and ∠FGE. In Fig. 6.30.
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14
AB || CD itersected by GE , therefore <AGE = <GED = 126^0 (pair of alt. int. angles)
<GED=<GEF+<FED
=<GEF + 90^0
, therefore <GEF = <GED-<FED
=126^0 - 90^0. =36^0
<FGE+<AGE = 180^0(linear pair)
126^0 +<FGE = 180^0
therefore, <FGE=54^0
<GED=<GEF+<FED
=<GEF + 90^0
, therefore <GEF = <GED-<FED
=126^0 - 90^0. =36^0
<FGE+<AGE = 180^0(linear pair)
126^0 +<FGE = 180^0
therefore, <FGE=54^0
Answered by
6
ANSWER :-
AB||CD, EF ⊥ CD & <GE = 126°
★Find
<AGE, <GEF & <FGE
126 - 90
- 36
<GEF =36°
<AEF = 126° ( Alternate angle )
<GEF = 180 - 126 54° 180 ( Linear Pair)
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