The data in the table represent the number of licensed driversin various age groups and the number of fatal accidents within theage group by gender. Complete parts​ (a) to​ (c) below.
Age   Number_of_Male_Licensed_Drivers_(000s),Number_of_Fatal_Crashes, Number_of_Female_Licensed_Drivers0000s),Number_of_Fatal_Crashes
<_16Ă‚ Ă‚ 12Ă‚ Ă‚ 227Ă‚ Ă‚ 12Ă‚ Ă‚ 77
16-20Ă‚ Ă‚ 6424Ă‚ Ă‚ 5180Ă‚ Ă‚ 6139Ă‚ Ă‚ 2113
21-24Ă‚ Ă‚ 6936Ă‚ Ă‚ 5016Ă‚ Ă‚ 6816Ă‚ Ă‚ 1550
25-34Ă‚ Ă‚ 18068Ă‚ Ă‚ 8565Ă‚ Ă‚ 17664Ă‚ Ă‚ 2780
35-44Ă‚ Ă‚ 20406Ă‚ Ă‚ 7990Ă‚ Ă‚ 20061Ă‚ Ă‚ 2742
45-54Ă‚ Ă‚ 19898Ă‚ Ă‚ 7126Ă‚ Ă‚ 19984Ă‚ Ă‚ 2285
55-64Ă‚ Ă‚ 14363Ă‚ Ă‚ 4527Ă‚ Ă‚ 14441Ă‚ Ă‚ 1514
65-74Ă‚ Ă‚ 8194Ă‚ Ă‚ 2274Ă‚ Ă‚ 8398Ă‚ Ă‚ 938
>_74Ă‚ Ă‚ 4803Ă‚ Ă‚ 2022Ă‚ Ă‚ 5375Ă‚ Ă‚ 957
(a) Find the​ least-squares regression line for males treatingthe number of licensed drivers as the explanatory​ variable, x, andthe number of fatal​ crashes, y, as the response variable. Repeatthis procedure for females.
(b) Interpret the slope of the​ least-squares regression linefor each​ gender, if appropriate. How might an insurance companyuse this​ information?
(c) Was the number of fatal accidents for 16 to 20 year oldmales above or below​average? Was the number of fatal accidents for21 to 24 year old males above or below​average? Was the number offatal accidents for males greater than 74 years old above or below​average? How might an insurance company use this​ information? Doesthe same relationship hold for​ females?