The age T, in years, of a haddock can be thought of as a function of its length L, in centimeters. One common model uses the natural logarithm, as shown in the following equation. T= 19 - 5 In(53 - L)...

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Extracted text: The age T, in years, of a haddock can be thought of as a function of its length L, in centimeters. One common model uses the natural logarithm, as shown in the following equation. T= 19 - 5 In(53 - L) (a) Draw a graph of age versus length. Include lengths between 25 and 50 centimeters. 25 12 20 10 T 15 10 30 35 45 50 30 35 40 45 50 L. 14 12 12 10 10 41 40 45 50 40 45 (b) Using functional notation, express the age of a haddock that is 32 centimeters long. Calculate the age of a haddock that is 32 centimeters long. (Round your answer to two decimal places.) yr (c) How long is a haddock that is 8 years old? (Round your answer to two decimal places.)