If A,B,C are the interior angles of triangle ABC then show that cosec2(B+C/2) - tan2 A/2=1
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Sins, 2(A+B+C)=180°
=2(B+C)=180°-2A
=2(B+C/2)=90°-2A/2
=Cosec2(B+C/2)=Cosec2(90°-A/2)
=Cosec 2(B+C/2)=Tan2A/2
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