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If `sintheta_co s ectheta=2,` then value of `sin^(1000)theta+co s ec^(1000)theta` is equal to.A. 1B. 2C. 3D. 100 |
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Answer» Correct Answer - b `sintheta+co s ectheta=2` `sin theta+(1)/(sintheta)=2` Now, see the value of `sintheta` which has value 1 `sin theta=sin90^(@)=1` `rArrsin90^(@)+(1)/(sin90^(@))=2` `rArr1+(1)/(1)=2` `rArr2=2` `rArr sin^(100)theta+co s ec^(100) theta` `rArr sin^(100)90^(@)+(1) /(sin^(100)90^(@))=(1)^(100)+(1)/((1)^(100))` |
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