If seco + tan0 = x then seco =
a)x²+1/x
b)x²1/x
c)x²+1/2x
d)x²-1/2x
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Answer:
sec²0 - tan²0 = 1
( sec0 - tan0 ) ( sec0 + tan0 ) = 1
( sec0 - tan 0 ) (x) = 1
sec0 - tan0 = 1/ x
Therefore value of sec0 - tan 0 is 1/x
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