Using matlab 1. Least Square Curve Fitting: Consider the population in Bryan, TX from year 1900...
I want -C parts- using matlab 2. The population of the world for selected years from 1750 to 2009 is given in the following table: Year Population (millions) 1750 791 1800 980 1850 1,260 1900 1.650 1950 2,520 1990 5,270 2000 6,060 2009 6,800 (a) Determine the exponential function that best fits the data. Use the function to estimate the population in 1980. Make a plot of the points and the function. (b) Curve-fit the data with a third-order polynomial....
Using the U.S. census data in Table 3.1 for 1900, 1920, and 1940 to determine parameters in the logistic equa- tion model, what populations does the model predict for 2000 and 2010? Compare your answers with the census data for those years. Comparison of the Malthusian and Logistic Models with U.S. Census Data (Population is given in Millions) TABLE 3.1 Logistic Least Squares) Malthusian Year .S. Census (Example 3) (Example 4) p di 403 3.93 1790 5.42 0.0312 5.31 1800...
3-The population in the city of Houston from 1900 to 2010 is given below: Year Population 1900 44,633 1910 78,800 1920 138,276 1930 292,352 1940 384,514 1950 596,163 1960 938,219 1970 1,233,505 1980 1,595,138 1990 1,631,766 2000 1,953,631 2010 2,100,263 a. Give a scatter-plot and residual plot of the data. b. Based on the graphs in part a, propose a model for the data. Show me evidence to support your conclusion. Go through all necessary steps to construct a model...
Below are two tables based on the actual populations of Raleigh, NC and Wake County, NC from 1920-1990. Using Excel, create separate tables for t versus p for the Raleigh and Wake County data. (Note: Some of these values are randomized and may not exactly match the data you have seen in the lesson.) Years since 1900 Raleigh Population (in thousands) 20 24 30 37.3 40 46.8 50 65.6 60 93.9 70 122 80 150 90 212 Years since 1900...