sin b+c/2= cos a/2 proove
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In triangle abc
Sum of angles of a triangle is 180°
a+b+c=180°
b+c=180-a
multiplying both side by 1/2
(b+c)/2=180°-a/2
(b+c)/2=90°-a/2
Taking L.H.S
Sin(b+c)/2
=Sin(90°-a/2)
=Cos a/2
=R.H.S
(proved)
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