sec 8 theta -1/sec 4 theta -1=tan 8 theta /tan 2theta
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Trivially, sec8θ≥1sec8θ≥1 and tan8θ≥0tan8θ≥0 for all θ∈Rθ∈R for which secθsecθ and tanθtanθ are defined.
If a>0a>0 and b>0b>0. Then, sec8θa+tan8θb≥1a+0b=1a>1a+bsec8θa+tan8θb≥1a+0b=1a>1a+b, a contradiction.
If a<0a<0 and b<0b<0. Then, sec8θa+tan8θb
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