I got B is that correct?

Suppose that a function f(x) is defined for all real values of x except at x = c. Can anything be said about the existence of lim f(x)? Give reasons for your answer. X - C O A. At x = c, lim f(x) does not exist because it is likely that the function oscillates or jumps at that point. X - C O B. Nothing can be said about the existence of the limit. The function might approach the same value from both sides, or it might jump or oscillate as X-C. O C. At x = c, lim f(x) exists, and its value is the average of the values obtained as x approaches c from the right and from the left. X - C O D. At x = c, lim f(x) does not exist because the function is undefined at the point x = c. X - C Click to select your answer. Type here to search Co e N W @ $ 2 3 4 5 T