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II. Consider the function f(2) whose graph is shown below. Based on the graph, fill in the table with the appropriate values. C SYHALO lim /(z) f(c) -2 11 16. 12. 17. 13 18 114 19 15 20 III. Determine whether the statement is True or False. Write (T) if the statement is true for all values of x and (F) if not on the blank provided before the number. 21. If lim f(x) and lim g(x) both exist, then lim always exists. 22 If lim f (x) and limg(x) both exist, then lim(f (x).g(x)] always exists. 23. if lim f(x) exists and n is a counting numbers not equal to 1, then lim \\/f (x) always exists. 24. The limit of - as x approaches 0 is equal to 1. 25. The three ways to evaluate limits of a functions are, graphically, through table of values and trigonometrically