The coefficient correlation between two variables X and Y is -.75 and their covariance is -15.
If variance of X is 25, find the second moment about mean of Y-series?
Sr the Unique
CA Inter
★ 10
13-May-23 17:00
185
Answers (3)
The second moment about mean means variance then there's a formula that
co eff of correlation=cov(x,y)/s.d of y *s.d of x
Now variance is equal to square of s.d then s.d of 25 is 5
-0.75=-15/(5*y)
Y=4 then variance is square of y it is 16