00:01
The following table shows the average life expectancy of a child born in the given year.
00:05
So we have our data here, and i've gone ahead and put it in a calculator, and put my data in, and came up with a linear regression, y equals mx plus b, of y equals 0 .15x plus 77 .74.
00:22
So there we have the same equation that you have here for e of t.
00:27
So that's going to be our equation.
00:30
We could plot these on a regression line, but i really wouldn't have room on my screen to do that.
00:37
But basically, you would come over here, and i put t equals zero to be 2005.
00:43
So that would be zero, and we go in increments of 2, 4, 6, 8 for the data past 2005.
00:52
And then i would start my data at here's 77 .6 .6.
00:58
And then go on up to the subsequent years, etc.
01:03
78 .1, 78 .5, and then 78 .7...