PROVE THAT
Tan/sec-1 = tan+sec+1/tan+sec-1
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Answer:
1+tan*0=sec*0.....(identify)
tan*0=sec*-1
tan0×tan0=(sec0+1)(sec0-1
tan0/(sec0-1)=(sec0+1)/tan0
by theorem on equal ratios,
tan0/(sec0-1)=(sec0+1)/tan0=tan0+sec0+/sec0-1+tan0
tan0/sec0-1=tan0+sec0+1/tan0+sec0-l.
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