Teaching DSSSB TGT Mock Test 2025 Mathematics Limit and Continuity Continuity of a function

Let the function f(x) defined as \(f(x)=\frac{x-|x|}{x}\), then

1
the function is continuous everywhere
2
the function is not continuous
3
the function is continuous when x < 0
4
the function is continuous for all x except zero
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