find the value of angle x and y
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Answer:
x = 46°
y = 138°
Step-by-step explanation:
<MIN = <JIK
=> <JIK = 92°
<MIJ = <NIK
and 2<MIJ = [360° - (2×92°)]
=> <MIJ = 88°
From figure it can be concluded that It's an isosceles triangle,
because' JI = KI
therefore <x = <JKI
=> <x + <JKI + <MIJ = 180°
=> 2<x + 88° = 180°
therefore x = 46°.
<y = <x + <JIK
therefore <y = 46° + 92°
=> 138°
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