When $H _ { 0 } : \rho = 0$ is true, the test statistic $T = R \sqrt { n - 2 } / \sqrt { 1 - R ^ { 2 } }$ has a t distribution with __________ degrees of Freedom, where n is the sample size.

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The Answer of When $H _ { 0 } : \rho = 0$ is true, the test statistic $T = R \sqrt { n - 2 } / \sqrt { 1 - R ^ { 2 } }$ has a t distribution with __________ degrees of Freedom, where n is the sample size.

When H0:ρ=0H _ { 0 } : \rho = 0H0​:ρ=0 Is True, the Test Statistic

When $H _ { 0 } : \rho = 0$ Is True, the Test Statistic