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We are given a table for the city of Detroit, Michigan USA for the period of 1961 to 1973 with the following information: a column
We are given a table for the city of Detroit, Michigan USA for the period of 1961 to 1973 with the following information: a column with the number of full-time police per 100,000 citizens and a column with the number of homicides per 100,000 citizens.
Year | Police | Homicides |
---|---|---|
1961 | 260.35 | 8.6 |
1962 | 269.8 | 8.9 |
1963 | 272.04 | 8.52 |
1964 | 272.96 | 8.89 |
1965 | 272.51 | 13.07 |
1966 | 261.34 | 14.57 |
1967 | 268.89 | 21.36 |
1968 | 295.99 | 28.03 |
1969 | 319.87 | 31.49 |
1970 | 341.43 | 37.39 |
1971 | 356.59 | 46.26 |
1972 | 376.69 | 47.24 |
1973 | 390.19 | 52.33 |
- On the same x-axis representing the year, construct the time series of the number of police and the number of homicides on the same graph.
- Which variable increased the fastest (police or homicides)? Why?
- Did the increase in police officers have an impact on the murder rate? Why?
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