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One of the solution of the equation ` 8 sin^(3) theta-7 sin theta+sqrt(3) cos theta=0` lies in the intervalA. `(0,10^(@)]`B. `(10^(@),20^(@)]`C. `(20^(@),30^(@)]`D. `(30^(@),40^(@)]` |
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Answer» Correct Answer - B `6 sin theta -2 sin 3theta -7 sin theta +sqrt(3) cos theta=0` `sqrt(3) cos theta- sin theta= 2 sin 3 theta` It can be written as `2( sin (60^(@)- theta))=2 sin 3 theta` ` sin (60^(@)-theta)= sin 3 theta` `60^(@)=4 theta` `implies theta = 15^(@)` is one of the value. |
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