If cosa=1/2×cos b=1 then a+b\2× tan a-b/2
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cosa/cosb = k
(cos b – cos a)/(cos b + cos a) = (1-k) / (1+k)
[sin ((a-b)/2)sin((a+b)/2)]/ [cos ((a-b)/2)cos((a+b)/2)] = (1-k) / (1+k)
[tan ((a-b)/2)tan((a+b)/2)] = (1-k) / (1+k)
tan((a+b)/2) = [(1-k) / (1+k)] cot ((a-b)/2)
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