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Write the decreasing order of sec1, sec2...

Write the decreasing order of `sec1, sec2, sec3, sec4, sec5, sec 6`.

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Write the decreasing order of sec1,sec2,sec3,sec4,sec5,sec6

Write the values of sec0^(@), sec 30^(@), sec 45^(@), sec 60^(@) and sec 90^(@) . What happens to sec x when x increases from 0^(@) to 90^(@) ?

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If x ne 0 , then 1+ secx + sec^(2)x + sec^(3)x + sec^(4)x + sec^(5)x is equal to ………….

The value of sec20+sec40+sec160 is

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Prove the following identities : (sec A)/ (sec A + 1) + (sec A)/ (sec A - 1) = 2 cosec^(2) A

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lim_(x rarr0)(sec4x-sec2x)/(sec3x-sec x)=