SecA+tanA =m and secA-tanA=n so fnd value of √mn
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SecA+tanA = m .....1
SecA-tanA = n. ......2
multiply 1 and 2
(SecA+tanA)(SecA-tanA) = mn
Sec^2 A - tan^2 A = mn
SecA-tanA = n. ......2
multiply 1 and 2
(SecA+tanA)(SecA-tanA) = mn
Sec^2 A - tan^2 A = mn
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