Removable Discontinuity
Removable Discontinuity necessarily exists, but is either not equal to f(a) or f(a) is not defined. In this case, it is, possible to redefine the function in such that a manner that and thus, make the function continuous. Consider the function g(x) = (sin x)/x. the function is not defined at x = 0. So, Read more about Removable Discontinuity[…]