sec4a-sec2a=2
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sec4A - sec2A =2
1/cos4A - 1/cos2A =2
cos2A+ cos4A =2 cos4A * cos2A
cos2A + cos4A = cos6A + cos2A [cosC + cosD= 2 cos(C+D)/2 * cos(C-D)/2 ]
cos6A - cos4A = 0
2 sin(6A +4A)/2 sin(4A- 6A) =0
sin5A sin2A =0
so sin5A =0 & sin2A =0
or 5A = 0 & 2A = 0 =0
so A=npi/5& A=npi/2 where n =z [ A = 0 ]
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