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The number of solutions of equation $8 [x^{2} - x] + 4 [x] = 13 + 12 [\sin x], [.]$ denotes GIF is

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answer is A.

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Detailed Solution

$8 [x^{2} - x] - 4 [x] = 13 + 12 [\sin x]$

LHS is always even and RHS is always odd Hence no solution exists

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