1-2sec^2 theta in terms of sec
sreedhar2:
it's in terms of sec tetha
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1 - 2sec²∅ = 1- sec²∅ - sec²∅
= - ( sec²∅ -1) -sec² ∅
use sec²x - tan² x = 1
= -tan²∅ - sec²∅
= -( tan²∅ + sec²∅)
= -( sin²∅ + 1)/cos²∅
= - ( sec²∅ -1) -sec² ∅
use sec²x - tan² x = 1
= -tan²∅ - sec²∅
= -( tan²∅ + sec²∅)
= -( sin²∅ + 1)/cos²∅
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given,
1-2sec^2 x = 1-sec^2 x -sec^2 x
= -(sec^2 x -1) - sec^2 x
= - tan^2 x - sec^2 x
= -(sec^2 x + tan^2 x)
1-2sec^2 x = 1-sec^2 x -sec^2 x
= -(sec^2 x -1) - sec^2 x
= - tan^2 x - sec^2 x
= -(sec^2 x + tan^2 x)
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