Tan× + sec× - 1 / tan×- sec× + 1 = sin× + 1 / cos×
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Step-by-step explanation:
tanx+secx-1/tanx-secA+1
=(tanx+secx-1)(tanx+secx)/ (tanx-secx+1)(tanx+secx)
=(tanx+secx-1)(tanx+secx)/ (tan²x-sec²x)+(tanx+secx)
=(tanx+secx-1)(tanx+secx)/ -1+tanx+secx
=tanx+secx
=sinx/cosx+1/cosx
=1+sinx/cosx
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