Consider the Following ANOVA Table The Null Hypothesis for This ANOVA Problem Is
A)

Multiple Choice

Consider the following ANOVA table. $$\begin{array} { l l l l } \text { Source } & \text { Sum } & \text { Degrees } & \text { Mean } \\\text { of Variation } & \text { of Squares } & \text { of Freedom } & \text { Square } \\\text { Between Treatments } & 2073.6 & 4 & \\\text { Between Blocks } & 6000 & 5 & 1200 \\\text { Error } & & 20 & 288 \\\text { Total } & & 29 &\end{array}$$
The null hypothesis for this ANOVA problem is

A) $\mu$ ₁ = $\mu$ ₂ = $\mu$ ₃ = $\mu$ ₄.
B) $\mu$ ₁ = $\mu$ ₂ = $\mu$ ₃ = $\mu$ ₄ = $\mu$ ₅.
C) $\mu$ ₁ = $\mu$ ₂ = $\mu$ ₃ = $\mu$ ₄ = $\mu$ ₅ = $\mu$ ₆.
D) $\mu$ ₁ = $\mu$ ₂ = ... = $\mu$ ₂₀.