Question: THE SUBJECT IS: NUMERICAL METHODS FOR ENGINEERING 14.29 The population p of a small community on the out- skirts of a city grows rapidly over

THE SUBJECT IS: NUMERICAL METHODS FOR ENGINEERING 14.29 The population p of a small community on the out- skirts of a city grows rapidly over a 20-year period:

t: 0 5 10 15 20

p :100 200 450 950 2000

Complete the transformed Matrix and find the following: a. best-fit equation (transformed and untransformed) b. plot the data and the model (transformed and untransformed) c. total sum of the squares, St d. sum of the squares of the residuals, Sr e. standard error, S y/x f. correlation coefficient, r g. coefficient of determination, r2

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