Koefisien Relasi
X | Y | |
---|---|---|
x̄ =
Y bar =
X - x̄ (x) | Y - Y bar (y) | x2 | y2 | xy |
---|---|---|---|---|
r = ∑XiYi / (√Xi2) (√Yi2)
r = sigma xy / (√X2) (√y2)
r = 0
Cara 2 :∑X = sum x
∑Y = sum y
X2 | Y2 | XY |
---|---|---|
r = n . ∑XY - (∑X ∑Y) / (√n. ∑X2 - (∑X)2)(√n . ∑Y2 - (∑Y)2)
r = n(sigmaXY) - (sigma X . sigma Y) / (√ n (sigma X2) - (sigma X)2) (√ n (sigma Y2) - (sigma Y)2)
r = n sigmaXY - sig x Y / (√ sigma X2) (√ sigma Y2)
r = 0