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The value of `f(alpha)=sqrt(cos e c^2alpha-2cotalpha)+sqrt(cos e c^2alpha+2cotalpha)`can be`2cotalpha`(b) `-2cotalpha`(c) 2(d) `-2`A. `2cotalpha`B. `-2cotalpha`C. 2D. `-2` |
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Answer» Correct Answer - A::B::C `f(alph)=sqrt(cosec^2alpha-2cotalpha)+sqrt(cosec^2alpha+2cotalpha)` `=sqrt(1+cot^2alpha-2cotalpha)+sqrt(cosec^2lpha+2cotalpha)` `=abs(cotalpha-1)=abs(cotalpha+1)` Case I : `cotalphale-1` `:. f(alpha)=-cotalpha=1-cotalpha-1=-2cotalpha` Case II : `-1lecotalphale1` `:. f(alpha)=-cotalpha+1+cotalpha+1=2` Case III : `cotalphage 1` `:. f(alpha)=(cotalpha-1)+(cotalpha+1)=2cotalpha` |
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