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If `4 sin^(2)_(theta)-1=0` and angle `theta` is less than `90^(@)`. The value of `cos^(2)_(theta)+tan^(2)_(theta)` is(यदि `4 sin^(2)_(theta)-1=0` और कोण `theta lt 90^(@)` से काम है तो `cos^(2)_(theta)+tan^(2)_(theta)` का मान क्या होगा)A. `(13)/(12)`B. `(12)/(11)`C. `(11)/(9)`D. `(17)/(15)` |
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Answer» Correct Answer - a `(x-xtan^(2)30^(@))/(1+tan^(2)30^(@))` `=sin^(2)30^(@)+4cot^(2)45^(@)-sec^(2)60^(@)` `(x(1-tan^(2)30^(@)))/(1+tan^(2)30^(@))=((1)/(2))^(2)+4xx1-(2)^(2)` `rArr(3)/(4)+(1)/(3)rArr(13)/(12)` |
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