Explain and solve

SS A Mat-150 Chapter 10 sections 1, 2 and 3 have one wo This is an example of a simple Correlation and linear regression analysis because we only independent Variable, in most real-life applications there are several independent variables. this is called Multiple Correlation and linear regression analysis, however we will only look at simple Correlation and linear regression analysis. The formula on my graph is known as a linear regression line, from algebra you should know it as y=mx+b y= 5.1071 x= 36.881 The interpretation of the slope value 5.1071 is that the crime rate increases 5.17071 units, on average for each unit (one percent) increase in population change and the interpretation of the by intercept o 36.881 as \"zero\" that is if there was no change in population then the crime rate is 36.881, since it is kind of impossible for there to no change in a population, the interpretation of the intercept is not practically meaningful for this example. We can use this equation to make any predictions within our range of the data (between 2% and a 29% population change) the data set need not include any percentage within this precise range. Mathematically it is possible to estimate the crime rate that is outside the range of values observed in the study, this is called extrapolation however, such an extrapolation is generally not useful. Using y= 5.1071 x= 36.881 find the crime rate for the following changes in populations: 3 5 10 ZS, Using y= 5.1071 x= 36.881 find the change in population given the following crime rates: 45 50 100 150 Page 2 of 4