Which of the following function) not defined at `x = 0` has/have removable discontimuigy at `x=0`?

which of the following function(s) not defined at x=0 has/have removable discontinuity at x=0

which of the following function(s) not defined at x=0 has/have removable discontinuity at x = 0 .

Which of the following function(s) not defined at x =0 has / have removable discontinuity at x = 0 ?

which of the following function(s) not defined at x=0 has/have removable discontinuity at x = 0 .

Which of the following function(s) not defined at x=0 has/have non-removable discontinuity atthe point x=0?f(x)=(1)/(1+2^((1)/(x)))

If both Lim_(xrarrc^(-))f(x) and Lim_(xrarrc^(+))f(x) exist finitely and are equal, then the function f is said to have removable discontinuity at x=c . If both the limits i.e. Lim_(xrarrc^(-))f(x) and Lim_(xrarrc^(+))f(x) exist finitely and are not equal, then the function f is said to have non-removable discontinuity at x=c . Which of the following function not defined at x=0 has removable discontinuity at the origin?

If both Lim_(xrarrc^(-))f(x) and Lim_(xrarrc^(+))f(x) exist finitely and are equal, then the function f is said to have removable discontinuity at x=c . If both the limits i.e. Lim_(xrarrc^(-))f(x) and Lim_(xrarrc^(+))f(x) exist finitely and are not equal, then the function f is said to have non-removable discontinuity at x=c . Which of the following function not defined at x=0 has removable discontinuity at the origin?

Which of the following function has / have a removable discontinuity at the indicated point ?

The following functions are not defined at x=0. Find f(0) so that f is continuous at x=0