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2. Zomble Outbreak: Several days ago, a classified government and Prevention quite the wrong. A team of five scientists at th
e. Using the table from part a, create a scatterplot of the data on the grid below represent the number of days, and letting
2. Zomble Outbreak: Several days ago, a classified government and Prevention quite the wrong. A team of five scientists at the Center for Disease genetically modified a virus with intentions of creating a lifesaving opposite happened...the virus mutated into a highly contagious virus ret Anyone exposed to Zombitis will soon turn into a zombie.. and such wa scientistsl Luckily, before they fully turned and escaped the note explaining that each zomble must (and will) infect exactly threts of Zombitis, "undead". The CDC is working on an antidote that will reverse may take several weeks to develop. experiment went terribly (CDC) vaccine. referred to as Zombitis. the fate of the five laboratory, the scientists left a humans per day to remain the effects of Zombitis, but this a. Complete the table below to record the growth of this zombie outbreak. Note: The table asks for the total number of zombies. So, when you ca al zombies take into account the number of new zombles in addition to the orighn Days After Outbreak Number of Zombies Z(x) Total Number of New Zombies 0 b. How many initial zombies were there (aka: the initial value or y-intercept)? intial Zombrey wWefe c. Look at the last column of your table (Total Number of Zombies); what pattern can you see for the number of zombies? Use a complete sentence in your answer + times eich do Totol number of Zombies inermiel d. Using the pattern that you noticed in part c, how many zombies should there be on Day 5 after the outbreak? Show your work re by 4 times ech
e. Using the table from part a, create a scatterplot of the data on the grid below represent the number of days, and letting y represent the total number of zombies. By f. Use a graphing calculator to fit a linear a linear and exponential function to the data. comparing the values of r (correlation coefficient), determine the function that best fits the data. Write the equation of the function below, rounding each value to the nearest thousandth, State the correlation coefficient, r, and round to the nearest thousandth (aka: 3 decimal places) ExpReg LinReg Equation Equationy g Using the equation that "best fits" your data, determine the Total Number of Zombies there should be on Day 14. Don't worry if your answer is very large. This is a zombie outbreak, you should already be worried. h. The State of Kentucky has 4,213,497 people. How many days would it take for the entire state to become Zombified? Please round your answer to the nearest tenth (aka: 1 decimal place). Please show all of your work.
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