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HELLO DEAR,
given that:-
<B=50°,<D=90°
and <C=30°
In ∆ABC
=> <A+<B+<C=180°
=> <A=180° - 50 -30
=> <A=180°-80°
=> <A=100°
AE IS A bisector of <A
hence,
< BAE = < CAE------(1)
and ,
<BAE + < CAE = < BAC
=> 2<BAE =100° ---FROM (1)
=> <BAE=50°/2
=> <BAE=50°
in ∆ABE
<AEB + <BAE + < ABE= 180°
=> <AEB +50°+ 50° =180°
=> <AEB =180°-100°
=> <AEB = 80°
in ∆ADE
<ADE + <DAE + < AED =180°
=> 90° +<DAE +80°=180°
=> <DAE =180° -170°
=> <DAE =10° = X
I HOPE ITS HELP YOU DEAR,
THANKS
given that:-
<B=50°,<D=90°
and <C=30°
In ∆ABC
=> <A+<B+<C=180°
=> <A=180° - 50 -30
=> <A=180°-80°
=> <A=100°
AE IS A bisector of <A
hence,
< BAE = < CAE------(1)
and ,
<BAE + < CAE = < BAC
=> 2<BAE =100° ---FROM (1)
=> <BAE=50°/2
=> <BAE=50°
in ∆ABE
<AEB + <BAE + < ABE= 180°
=> <AEB +50°+ 50° =180°
=> <AEB =180°-100°
=> <AEB = 80°
in ∆ADE
<ADE + <DAE + < AED =180°
=> 90° +<DAE +80°=180°
=> <DAE =180° -170°
=> <DAE =10° = X
I HOPE ITS HELP YOU DEAR,
THANKS
rohitkumargupta:
given that bhai
Answered by
0
hope it helps u .....................
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