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Step-by-step explanation:
add
secx+tanx+secx-tanx/secx^2-tanx^2(sec2-tan2=1)
=2secx
=2/cosx
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Answer:
1/(sec x-tan x)+1/(sec x+tan x)
Adding this one. we get,
sec x+tan x+sec x-tan x/sec^2x-tan^2x
2sec x/1
2sec x
2/cos x
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Identities used
- sec^2x-tan^2x=1
- sec x=1/cos x.
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