Question

formula of sec to tan
sec to sin
sec to cos
sec to cot
sec to cosec

Answer 1

$1 + {tan}^{2} x = {sec}^{2} x$
sec x  =    1 
              cos x

cosec x =    1      
               sin x
cot x =      1       =   cos x
              tan x         sin x

tantan(x)=cot(π/2−x)(x)=cot⁡(π/2−x)

sec(x)=1\cosec(π/2−x)

Answer 2

Answer:

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