if a belongs to R and the equation -3(x-[x])^2 + 2(x-[x]) + a^2 = 0 (where, [x] denotes the greatest integer =

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Aditya Gupta · Answer

we know that x-[x]={x} also, {x} lies between [0,1). so now you can use these properties in the question which yoou have not written clearly

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if a belongs to R and the equation -3(x-[x])^2 + 2(x-[x]) + a^2 = 0 (where, [x] denotes the greatest integer =

if a belongs to R and the equation
-3(x-[x])^2 + 2(x-[x]) + a^2 = 0 (where, [x] denotes the greatest integer =

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if a belongs to R and the equation -3(x-[x])^2 + 2(x-[x]) + a^2 = 0 (where, [x] denotes the greatest integer =

if a belongs to R and the equation-3(x-[x])^2 + 2(x-[x]) + a^2 = 0 (where, [x] denotes the greatest integer =

1 Answers

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Other Related Questions on Algebra

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if a belongs to R and the equation
-3(x-[x])^2 + 2(x-[x]) + a^2 = 0 (where, [x] denotes the greatest integer =