If A,B and C are interior angles of tringle ABC then show that sec A+B/2 = cosec B/2
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In ABC
a+b+c=180
a+b=180-c
(a+b)/2=90-c/2
sec{(a+b)/2}=sec{90-c/2}
sec(a+b)/2=cosec c/2
a+b+c=180
a+b=180-c
(a+b)/2=90-c/2
sec{(a+b)/2}=sec{90-c/2}
sec(a+b)/2=cosec c/2
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