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If `tan alpjha=2`, then he value `("co s ec"^(2) alpha-sec^(2) alpha)/("co s ec"^(2)alpha+sec^(2) alpha)is `A. `-(15)/(9)`B. `(3)/(5)`C. `(3)/(5)`D. `(17)/(5)` |
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Answer» Correct Answer - c `tan alpha=2` (given) `=(tan^(2)alpha-sec^(2)alpha)/(co s ec^(2)alph+sec^(2)alpha)` (Divide by `co s ec^(2)alpha` "both in N and D") `=(1-tan^(2)alpha)/(1+tan^(2)alpha)` `=(1-(2)^(2))/(1+(2)^(2))` `(1-(2)^(2))/(1+(2)^(2))` ` =-(3)/(5)` |
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