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Use the curve sketching procedure to analyze the function. (Explain) (Equation on photo). What conditions must be met if a function is said to be

  1. Use the curve sketching procedure to analyze the function. (Explain) (Equation on photo).
  2. What conditions must be met if a function is said to be continuous? (Explain).
  3. When does a limit not exist? (Explain).
  4. When finding one-sided limits what does 0+imply? (Explain).
  5. If the maximum of the functiony= x2- 4x + 21occurs atx = 2, what are the coordinates of the maximum point? (Explain) (Equation on photo).

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