A medical school was conducting a series of preliminary research studies regarding how fast individuals at various ages could run the quarter mile. Following is the data from one study with ages from 32 to 88 and their corresponding times in seconds.
(a) Plot the data on linear graph paper.
(b) Using the method of least squares, determine the equation of the line of best fit.
(c) Construct the line of best fit on the graph paper.
(d) Calculate and interpret the coefficient of correlation.
(e) What approximate speed in seconds would you expect from a 25 and 95 year old?
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a. Viruses c. Zoonoses b. Pathogens d. Fungi
Describe the purpose of center lines.
What will be an ideal response?
What size should the combustion air openings be for a room with an 80,000 BTU/hr input furnace and a 35,000 BTU/hr water heater if the openings are opening directly into a ventilated attic and a ventilated crawlspace?
A) 115,000/1,000 = 115 sq in free area each B) 115,000/2,000 = 57.5 sq in free area each C) 115,000/4,000 = 28.75 sq in free area each D) The size is irrelevant so long as there are combustion air vents.
Bolts use a threaded hole to hold automotive parts together.
Answer the following statement true (T) or false (F)