If the function f(x) is defined as,

f(x) =2 ; x<2

f(x)=2 ; x=2

f(x)=x² ; x>2

then the function has

Continuous at x=2

Continuous at x=2

0%

Discontinuous at x=2

Discontinuous at x=2

0%

removable discontinuous at x=2

removable discontinuous at x=2

0%

does not exist

does not exist

0%