1.

If f(x)=⎧⎪⎪⎨⎪⎪⎩[x], −2≤x≤−122x2−1, −12<x≤2; where [.] represents the greatest integer function, then the function f(x−1) is discontinous at the points

Answer»

If f(x)=

[x], 2x122x21, 12<x2
;
where [.] represents the greatest integer function, then the function f(x1) is discontinous at the points



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