6. [19.09Points] LARPCALC113.3.018. Use the properties of logarithms to write the logarithm In terms of logz(3) and logz(5). 12 \"92(5) SubmitAnswer 10. [-19.09 Points] LARPCALC11 3.5.053. ASK YOUR TEACHER At 8:30 am. a coroner was called to the home of a person who had died during the night. In order to estimate the time of death, the coroner tool: the person's temperature twice. At 9:00 am. the temperature was 87.3F, and at 1 1:00 a.rn. the temperature was 84.2\"F. From these two temperatures, the coroner was able to determine that the time elapsed since death and the body temperature were related by the formula T 70 98.6 - 70 where t Is the time In hours elapsed since the person died and Tis the temperature (in degrees Fahrenheit) of the person's body. [This formula Is derived from a general cooling principle tailed Newton's Law of Cooog. It uses the assumptions that the person had a normal body:I temperature of 98.6F at death, and that the room temperature was a constant JDDF.) Use the formula to estimate the time of death of the person. (Round your answer to the nearest hour.) [ AM. t= *IUIl'I Submit Answer 11. [49.1 Points] DETAILS LARPCALC'H 3.5.028. MY NOTES ASK YOUR TEACHER The population P (In thousands) of Tallahassee, Florida, from 2000 through 2018 can be modeled by P - 152.715". where t represents the year, with t - 0 corresponding to 2000. in 2008. the population of Tallahassee was about 171,547.? (a) Estimate the value of k. (Round your answer to four decimal places.) k - l Is the population Increasing or decreasing? Explain. 0 Because it is positive. the population is decreasing. O Because it is negative, the population is decreasing. O Because it is positive. the population is increasing. 0 Because it is negative, the population is increasing. (In) Use the model to predict the populations of Tallahassee (in thousands) in 2025 and 2030. (Round your answers to three decimal places.) 2025 P = l ] thousand people 2030 P I [ ithousand people Are the results reasonable? Explain. O The populations are reasonable If it continues to Increase at the same rate From the year 2025 to 2030. O The populations are not reasonable. The population cannot continue to increase at the same rate it did from the year 2025 to 2030