Assume f(x) is continuous on an interval around x = 0, except EUIt possibly at x = 0. What does the table of values suggest as the integer value of lim f(x)? x-0 -0.1 -0.01 0.01 0.1 f (2) 68.987 68.999 68.999 68.987 lim f (x) seems to be equal to 69 Does the limit definitely have this value? NOTE: Select all options that apply. Yes, the table shows this is the limit with certainty. No, we do not know the limit for sure because for values of x close to 0 different from those in the table, X the values of f(x) might not approach the given value. Yes, the table indicates that for values of x close to 0 different from those in the table, the values of f(x) V will approach the given value. No, the function could be approaching, for example, x 69.00001 or 68.9999. No, the limit may not exist, even though the table seems to hint it does. Yes, because the function is continuous on an interval around x = 0