cos square teta - sec square teta =
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The minimum value of cos2θ+sec2θ is
We know, arithmatic mean of two terms is always greater than or equal to their geometric mean. So, minimum value of cos2θ+sec2θ is 2.
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the minimum values of cos^2teta+sec^2teta is arthemic mean of two terms is always greater than or equal to their geometric mean so minimum value of cos^2 teta+sec^2teta is 2
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