Explain how to determine whether a function is continuous at a number. Question content area bottom Part 1 A function is continuous at a number when the following conditions are satisfied. Select all that apply. A. The function has a real number value at that number. B. The values of the function approach a single limit as the domain values approach that number. C. The values of the function do not approach a single limit as the domain values approach that number. D. The limit of the function at that number is not equal to the function value at that number. E. The function is not defined at that number. F. The limit of the function at that number is equal to the function value at that number