Question: 11. When finding one-sided limits, what does 0t represent? [1 mark] 12. When does a limit not exist? [3 marks] 13. What conditions must be

11. When finding one-sided limits, what does 0t represent? [1 mark] 12. When does a limit not exist? [3 marks] 13. What conditions must be met if a function is said to be continuous at a point (@, f(a))? [2 marks] 14. Use the curve sketching procedure to analyze the function f(;r) g3 + z? 20z [12 marks] 2 15_ Use the curve sketching procedure to analyze the function f(x) }_Fi [15 marks]

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