A virus, due to human eror, escaped a research facility in an isolated island. A day after the breach, 7 test subjects were found to be infected. On the sixth day, the count increased to 21 infected. The number increased to 63 infected on the 11th day, 189 on the 16th day, and 567 on the 21st day. If no intervention happened, create a regression model to quantify the infected test subjects after "t" days, graph the function, and, determine the number of infected after 60 days. Use exponential regression model.

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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A virus, due to human error, escaped a research facility in an isolated island. A day after the
breach, 7 test subjects were found to be infected. On the sixth day, the count increased to 21
infected. The number increased to 63 infected on the 11th day, 189 on the 16th day, and 567 on
the 21st day. If no intervention happened, create a regression model to quantify the infected test
subjects after "t" days, graph the function, and, determine the number of infected after 60 days.
Use exponential regression model.
Transcribed Image Text:A virus, due to human error, escaped a research facility in an isolated island. A day after the breach, 7 test subjects were found to be infected. On the sixth day, the count increased to 21 infected. The number increased to 63 infected on the 11th day, 189 on the 16th day, and 567 on the 21st day. If no intervention happened, create a regression model to quantify the infected test subjects after "t" days, graph the function, and, determine the number of infected after 60 days. Use exponential regression model.
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