One-way ANOVA is applied to independent samples taken from three normally distributed populations with equal variances.Which of the following is the null hypothesis for this procedure? A) $\mu$₁ + $\mu$₂ + $\mu$₃ = 0 B)$\mu$₁ + $\mu$₂ + $\mu$₃ $\neq$ 0 C) $\mu$₁ = $\mu$₂ = $\mu$₃ = 0 D) $\mu$₁ = $\mu$₂ = $\mu$₃

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Quizplus · Accepted Answer

The null hypothesis for one-way ANOVA with independent samples from three normally distributed populations with equal variances is that the population means are equal. This is reflected in choice D, which states that the three population means are equal. Choices A, B, and C do not accurately reflect the null hypothesis for this specific scenario.

One-Way ANOVA Is Applied to Independent Samples Taken from Three μ\muμ

One-Way ANOVA Is Applied to Independent Samples Taken from Three $\mu$