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If the equation `cof^4x-2cos e c^2x+a^2=0`has at least one solution, then the sum of all possible integral valuesof a is equal toa. 4b. 3 c.2 d. 0A. 4B. 3C. 2D. 0 |
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Answer» Correct Answer - D `cot^4x-2(1+cot^2x)+a^2=0` `or cot^4x-2cot^2+a^2-2=0` `or (cot^2x-1)^2=3-a^2` To have at least one solution, `3-a^2ge0` `or a^2-3le0` `a in[-sqrt3,sqrt3]` Integral values are -1,0,1, therefore, the sum is 0. |
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