The Best Example of an Alternate Hypothesis for a Global $\beta$

The best example of an alternate hypothesis for a global test of a multiple regression model is:

A) H₁: $\beta$ ₁ = $\beta$ ₂ = $\beta$ ₃ = $\beta$ ₄ = 0
B) H₁: $\beta$ ₁ $\neq$$\beta$ ₂ $\neq$$\beta$ ₃ $\neq$$\beta$ ₄ $\neq$
C) H₁: Not all the $\beta$ 's are equal to 0
D) If F is less than 20.00 then fail to reject.