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MCV 4U: RLT - Curve Sketching Consider the lines y = 3 , x = - 1, x - - and y = 3x - 5 as potential asymptotes of a rational function y = f(x). Find possible expressions for f(x) for the various cases when some or all of these asymptotes are present. Some cases may not be possible when you are restricted to rational functions. Provide a sketch for each successful case. Explain why the remaining cases are impossible for rational functions. Communication Level 1 Level 2 Level 3 Level 4 Solution is hard to Mathematical Form is Organized Well organized. follow good, but little organization Explanations are Some explanation, some Explanations are nearly Explanations are minimal, few connections are made complete with issues thorough, make strong connections are made surrounding clarity and connections between conciseness algebra and graphs and are clear and concise