if a,b,c are interior angles of a triangle abc then show that cosec (angleb+anglec÷2)=secanglea÷2
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If A,B,C are the interior angles of a triangle,
Then A+B+C=180°.
B+C=180-A
B+C÷2=180-A÷2
=90-A/2
Cosec(B+C÷2)=Cosec (90-A/2)
=Sec(A/2)
Then A+B+C=180°.
B+C=180-A
B+C÷2=180-A÷2
=90-A/2
Cosec(B+C÷2)=Cosec (90-A/2)
=Sec(A/2)
kakkar1:
Thank's
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