Sin(B-C) /SinBsinC+sin(C-A) /sinCsinA+sin(A-B) /sinAsinB
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Answer:
sin(A−B)
+
sinBsinC
sin(B−C)
+
sinCsinA
sin(C−A)
=0
=
sinAsinB
sinAcosB−cosAsinB
+
sinBsinC
sinBcosC−cosBsinC
+
sinCsinA
sinCcosA−cosCsinA
=cotB−cotA+cotC−cotB+cotA−cotC
=0 (proved)
Step-by-step explanation:
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