Year base 1.040909512 b=1+r 4.09% growth rate 2018 2019 2020 2021 2022 2023 2024 2025 2026 2027 2028 2029 2030 2031 2032 2033 2034 2035 2036 2037 2038 Population 32,413 33,739 35,119 36,556 38,051 39,608 41,228 42,915 44,671 46,498 48,400 50,380 52,441 54,587 56,820 59,144 61,564 64,083 66,704 69,433 72,273 se terceive the resunty and state you are using the populations in 2016 and 9. Calculate and state the exponential growth rate for the population from 2018 to 2019 (show your work). Create an exponential equation that models the table in your spreadsheet. Let y represent the population. Let x represent the number of years after 2018. (S0, x = 1 would represent 2019, for instance). Write one or two sentences about how you found the model. Use your exponential model (equation) to confirm the 2038 population in your spreadsheet table. Show your work. Write one or two sentences about how you found the 2038 population using your model and how it compares to the 2038 population in your table. If there are any difference explain what could be the cause. The US has an average of 2.8 hospital beds per 1000 people (American Hospital Association. 2020. Fast Facts On U.S. Hospitals, 2020 | AHA. [online] [Accessed 9 August 2020]). Based on this and what your exponential model predicts for the county's population in 2028, then how many hospital beds will the county need to have an average number? (Show your work) Explain how you found your answer. Using the exponential model, how many hospital beds will be needed in 2038? (Show your work) Explain how you found your answer. Both explanations should use complete sentences. Use mathematical notation when appropriate. Mathematically compare your answers to questions 3 and 4 between project 1 and 2. Write two to three sentences explaining the differences and what implications, if any, there are for county planning. (If you didn't complete Project #1 you will need to calculate the needed information for questions 3 and 4 from the previous project to be able to compare.) Year base 1.040909512 b=1+r 4.09% growth rate 2018 2019 2020 2021 2022 2023 2024 2025 2026 2027 2028 2029 2030 2031 2032 2033 2034 2035 2036 2037 2038 Population 32,413 33,739 35,119 36,556 38,051 39,608 41,228 42,915 44,671 46,498 48,400 50,380 52,441 54,587 56,820 59,144 61,564 64,083 66,704 69,433 72,273 se terceive the resunty and state you are using the populations in 2016 and 9. Calculate and state the exponential growth rate for the population from 2018 to 2019 (show your work). Create an exponential equation that models the table in your spreadsheet. Let y represent the population. Let x represent the number of years after 2018. (S0, x = 1 would represent 2019, for instance). Write one or two sentences about how you found the model. Use your exponential model (equation) to confirm the 2038 population in your spreadsheet table. Show your work. Write one or two sentences about how you found the 2038 population using your model and how it compares to the 2038 population in your table. If there are any difference explain what could be the cause. The US has an average of 2.8 hospital beds per 1000 people (American Hospital Association. 2020. Fast Facts On U.S. Hospitals, 2020 | AHA. [online] [Accessed 9 August 2020]). Based on this and what your exponential model predicts for the county's population in 2028, then how many hospital beds will the county need to have an average number? (Show your work) Explain how you found your answer. Using the exponential model, how many hospital beds will be needed in 2038? (Show your work) Explain how you found your answer. Both explanations should use complete sentences. Use mathematical notation when appropriate. Mathematically compare your answers to questions 3 and 4 between project 1 and 2. Write two to three sentences explaining the differences and what implications, if any, there are for county planning. (If you didn't complete Project #1 you will need to calculate the needed information for questions 3 and 4 from the previous project to be able to compare.)
