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if [x] is the integral part of x, then solve
[4-[x]^2}-[x]^2=2
If [x] is the greatest integer function for x, the x can belong to [1,2) and [-1,0}
Let [x] = I where I is an integer , then (4 - I^2)-I^2=2
Then 4-2I^2=2
=> I^2=-1
=> I = -1,1
if I = [x] then posiible solution are [1,2)and [-1,0).
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