19:32 Find the missing values assuming continuously compounded interest. (Round your answers to two decimal places.) Initial Annual Time to Amount After Investment % Rate Double 10 Years $1250 11% X yr $ Enter a number Find the missing values assuming continuously compounded interest. (Round your answers to two decimal places.) Initial Annual Time to Amount After Investment Rate Double 10 Years 6 yr $2,500 Determine the time necessary for P dollars to double when it is invested at interest rate or compounded annually, monthly, daily, and continuously. (Round your answers to two decim places.] r - 9.5% (5) annually (b) monthly (8) continuously The number of hits a website receives in its first five months of operation are shown in the table. Month April June July August Hits 5,556 7,303 9,815 13,198 17,707 An exponential growth model for the data is y = 4,117e hall, where y represents the number of hits and t represen esponding to April. Compare the values found using the model with the amounts shown in the table. The values given by the model are close to the original data. The values given by the model are not close to the original data. Predict the first month in which the website will receive over 46,000 hits. September November December January The table shows the mid-year populations (in millions) of five countries in 2019 and the projected populations [in millions) for the year 2029.t Country 2019 Bulgaria 6.5 Canada 40.0 1.389.6 1,405.7 miffed Kingdom 68.2 United States 320 3 353.0 (a] Find the exponential growth or decay model y . as" or y a an"" for the population of each country by letting : = 19 correspond to 2019, Use the model to predict the population of each country in 2039. [Round your values of b to five decimal places, Round your values of a to one decimal place. Round your population predictions for 2039 to one decimal place.) Country Exponential Model Population in 2039 (in millions) Bulgaria Canada China United Kingdom United States (b] You can see that the populations of the United States and the United Kingdom are growing at different rates. what constant in the equation y a apd gives the growth rate? Discuss the relations the magnitude of the constant. The con the smaller the value of b. The greater the value of b. smaller the value of a The CO ster the rite of growth, the greater the value of a