Question: H.O.T.S. Error Analysis. Explain the error in Part I and solve both Parts I and II completely. I. Using a microscope, a researcher observed and

H.O.T.S. Error Analysis. Explain the error in
H.O.T.S. Error Analysis. Explain the error in Part I and solve both Parts I and II completely. I. Using a microscope, a researcher observed and recorded the number of bacteria spores on a large sample of uniformly sized pieces of meat kept at room temperature. A summary of the data she recorded is shown in the table below. Average Number Using these data, write an exponential Hours (x) of Spores (y) regression equation, rounding all values to the nearest thousandth. 0 4 0.5 10 a = 4. 6 74 37 7358 1 15 2 60 b = 3. 89 8 204 241 260 y= 4.674. 3.898* 4 1130 6 16,380 II. The researcher knows that people are likely to suffer from food-borne illness if the number of spores exceeds 100. Using the exponential regression equation, determine the maximum amount of time, to the nearest quarter hour, that the meat can be kept at room temperature safely

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