Aspire Faculty ID #17104 · Topic: AMU MCA 2021 · Just now
AMU MCA 2021

Given regression equations: $8X-10Y+66=0$ $40X-18Y=214$ Find correlation coefficient $r$.

Solution

Slope from first equation: $Y=\frac{8}{10}X+\text{const}$ Slope from second: $X=\frac{18}{40}Y+\text{const}$ Product of regression coefficients: $r^2=\frac{8}{10}\cdot\frac{18}{40}$ $=\frac{144}{400}=0.36$ $r=0.6$

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