. Cleaning dirty water. Many physical processes are exponential in nature. A typical way of cleaning a tank of contaminated water is to run in clean water at a constant rate, stir, and let the mixture...


I want to know c.


. Cleaning dirty water. Many physical processes are exponential in nature. A typical way of cleaning a<br>tank of contaminated water is to run in clean water at a constant rate, stir, and let the mixture run out at<br>the same rate. Suppose there are initially 100 pounds of a contaminant in a large tank of water. Assume<br>that the cleaning method described here removes 10% of the remaining contaminant each hour. Round<br>your answers to one decimal place.<br>a. Find an exponential formula that gives the number of pounds of contaminant left in the tank after t<br>hours. y = 100*(90%)^t<br>%3D<br>b. How much contaminant is removed during the first three hours? 27.1<br>c. How much contaminant is removed from the tenth (t = 10) to the thirteenth (t = 13) hour of the<br>cleaning process?<br>

Extracted text: . Cleaning dirty water. Many physical processes are exponential in nature. A typical way of cleaning a tank of contaminated water is to run in clean water at a constant rate, stir, and let the mixture run out at the same rate. Suppose there are initially 100 pounds of a contaminant in a large tank of water. Assume that the cleaning method described here removes 10% of the remaining contaminant each hour. Round your answers to one decimal place. a. Find an exponential formula that gives the number of pounds of contaminant left in the tank after t hours. y = 100*(90%)^t %3D b. How much contaminant is removed during the first three hours? 27.1 c. How much contaminant is removed from the tenth (t = 10) to the thirteenth (t = 13) hour of the cleaning process?

Jun 02, 2022
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