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1÷(sec x - tan x) - 1÷cos x = 1÷ cos x - 1÷ (sec x + tan x)
1÷ ( sec x-tan x) + 1÷ (sec x + tan x) = 1÷ cos x+ 1 ÷ cos x
[(sec x + tan x)+ (sec x- tan x)]÷
(sec x + tan x)×(sec x - tan x) = 2 / cos x
2 sec x ÷ ( sec square x - tan square x) = 2 / cosx
hence, by the trignometric identities
sec square x - tan square x = 1
so,
2 sec x ÷ 1 = 2 / cos x
we know , sec x = 1 / cos x
so,
2 / cos x = 2 / cos x
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