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which shows the number of bactoria present after a certain number of hours. Include the original data in the graph. Note that this model can also be found by solving the equation log y mx + b for y EEB Click the icon to view the table of numbers of hours and bacteria The equation of the regression curve isy-D Round to two decimal places as needed) Choose the correct graph below O A. ов. Ос. O D. Hours Hours Click to select your answer(s)
math   Statistics-And-Probability   
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N° of hours(X) Number of Bacteria(Y) Y-Log(Y) 164 2.214844 280 2.447158 469 2.671173 777 2.890421 1308 3.116608 1929 3.285332 4876 3.688064 980320.3136 X-X X2 X*Y 1 2.214844 4 4.894316 9 8.013519 16 11.56168 25 15.58304 36 19.71199 49 25.81645 140 87.79584 4 4 28 28 Number of Bacteria(Y) Number of Bacteria(Y) Expon. (Number of Bacteria(Y)) . 6000 4876 4000 2000 1308 1000 469 164 280 No. of Hours(X)

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