00:01
Hello, let's have a look on the question.
00:02
So, for the first part we have fitted model.
00:04
Now, here r is representing sample correlation coefficient.
00:07
Sx is the sample standard deviation for x and sy is the sample standard deviation for y.
00:13
Now, we need to find out sx for regression.
00:16
So, this will be equal to, this is equal to summation of i goes from 1 to n of yi cap minus y bar whole square.
00:27
So, this will be equal to r square multiplied by sy square divided by sx square multiplied by n minus 1 multiplied by s square x.
00:38
So, this will be equal to n minus 1 multiplied by r square multiplied by sy square.
00:48
This is r square multiplied by sy square.
00:52
Next, we need to find out ss of total which is equal to summation of i goes from 1 to n yi minus y bar whole square.
01:04
So, this will be equal to n minus 1 multiplied by sy square.
01:09
This is the value of ss total.
01:11
Now, for r square which is the proportion of total variation in y explained in the next line.
01:17
So, this will be equal to ss of regression divided by ss total...