project and return by choosing Quit & Save. This will save all answers and explanations. it...

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project and return by choosing "Quit & Save". This will save all answers and explanations. it Assignment" until you are done working as this finalizes your assignment and you will lose access to make any changes. bmit" when you have finished your project and it is ready for grading, Having wrapped up your last project, you begin to pack up when you see a text from Casey. They noticed that you were in the office and were hoping you could do one final check on one of their slow- growing bacteria that they are working on. Wanting to be helpful, you check on the results and see that the computer has generated a population model P (t) = 249,234e0.1t where t is measured in days. Casey would like to know how many days will it take for the population to reach one million, assuming this model holds? Round your answer to the nearest hundredth of a day (i.e. 2 decimal places). The population will reach one million in Number days. Explain, in your own words and with your own work, how you arrived at this result. Be sure to explain using appropriate mathematical concepts to support your co-workers and supervisor. Equation Editor 13 13 A-ATX BIUS X x Styles Font Size Words: 0 project and return by choosing "Quit & Save". This will save all answers and explanations. it Assignment" until you are done working as this finalizes your assignment and you will lose access to make any changes. bmit" when you have finished your project and it is ready for grading, Having wrapped up your last project, you begin to pack up when you see a text from Casey. They noticed that you were in the office and were hoping you could do one final check on one of their slow- growing bacteria that they are working on. Wanting to be helpful, you check on the results and see that the computer has generated a population model P (t) = 249,234e0.1t where t is measured in days. Casey would like to know how many days will it take for the population to reach one million, assuming this model holds? Round your answer to the nearest hundredth of a day (i.e. 2 decimal places). The population will reach one million in Number days. Explain, in your own words and with your own work, how you arrived at this result. Be sure to explain using appropriate mathematical concepts to support your co-workers and supervisor. Equation Editor 13 13 A-ATX BIUS X x Styles Font Size Words: 0