The deer herd population located in the southern part of Cal…
The deer herd population located in the southern part of Calvert County is estimated to be 400 deer and increasing at a rate of 2.9% per year. Assuming that the population continues to increase by this percentage every year, how long will it take for the population of this particular deer herd to reach 500 deer? DIRECTIONS for SHOWING WORK: Show all relevant steps, including any formulas you use, so it’s clear how you obtained your answer. Use the EQUATION EDITOR to type all mathematical equations and formulas. Round your final answer to the first decimal place and use correct units. ________________________________________________________ Chapter 1 Growth Formulas Pn=Pn-1+d{“version”:”1.1″,”math”:”Pn=Pn-1+d”} Pn=P0+d*n{“version”:”1.1″,”math”:”Pn=P0+d*n”} Pn=(1+r)*Pn-1{“version”:”1.1″,”math”:”Pn=(1+r)*Pn-1″} Pn=(1+r)n*P0{“version”:”1.1″,”math”:”Pn=(1+r)n*P0″} Pn=Pn-1+r*1-Pn-1K*Pn-1{“version”:”1.1″,”math”:”Pn=Pn-1+r*1-Pn-1K*Pn-1″}
Read DetailsCh08 – From a sample of 100 stores in your area you have fou…
Ch08 – From a sample of 100 stores in your area you have found that the mean price of milk is $3.36. The mean nationally is $3.19 with a standard deviation of $0.23. You are considering the difference between the mean of the sample from your area and the national mean. If you wanted to determine if the price of milk was typically higher in your area, or if your particular sample just happens to have an unusually high mean by chance, which would be the most appropriate null and research hypotheses?
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