prove the above identity
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Step-by-step explanation:
sec ^6 = (sec^2) ^3
sec ^2 = 1+ tan^2 so
( 1+ tan ^2) ^3
1+ (tan^2) ^3 + 3*1*tan^2 ( 1+ tan^2)
1 + tan ^6 + 3*tan ^2 *sec ^2
using identity ( a+b) ^ 3 = a^3 + b ^3 + 3ab ( a+bk
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