1.

Consider the function defined on [0, 1] to R, f(x) =(sin x - x cos x)/x^(2) if x ne 0 and f(0)=0, then the function f(x)

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has a REMOVABLE discontinuity at `x=0`
has a NON removable FINITE discontinuity at x=0
has a removable infinite discontinuity at x=0
is continous at x=0

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