ok.
there is certainly a break at x=1.
Let g(x)={x^2-x-2 if x is not equal to 1
{0 if x=1
3 answers
Srry the question is incomplete...
please help with these questions
a. Is g(x) continuous at x=1
b. What type of discontinuity does it have
please help with these questions
a. Is g(x) continuous at x=1
b. What type of discontinuity does it have
lim (x->1) = -2
g(1) = 0
So, there is a jump discontinuity. It is not removable, since g(1) is defined, but is not the same as the limit from both sides.
g(1) = 0
So, there is a jump discontinuity. It is not removable, since g(1) is defined, but is not the same as the limit from both sides.