of f(5)? 22. The function f(n)= 10(2)n predicts the population of coyotes in an area n years from 2010. What is the predicted number of coyotes in the area in 2015? 23. One type of uranium has a daily radioactive decay rate of 0.39%. The function f(t) = 32(2.7)–0.0039t can be used to find how many pounds of a sample of uranium will remain after t days. Approximately how much of the sample will remain after 30 days?
of f(5)? 22. The function f(n)= 10(2)n predicts the population of coyotes in an area n years from 2010. What is the predicted number of coyotes in the area in 2015? 23. One type of uranium has a daily radioactive decay rate of 0.39%. The function f(t) = 32(2.7)–0.0039t can be used to find how many pounds of a sample of uranium will remain after t days. Approximately how much of the sample will remain after 30 days?
f.if.2_(47).docx