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If the equation a{x}^4 + b{x}^3 + c ((x...

If the equation `a{x}^4 + b{x}^3 + c ((x - 1)^2+2x (1 - [x]) + [x]^2 - 2) - b{x} - a = 0`, where `2a+b+ c = 0`, has real roots, then the maximal intervin which `c/a` belongs to (where [.] denotes GreatestInteger Function & {.} denotes fractional part function)

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