Given the summary values for a one-way ANOVA: SS_bet = 34, SS_wi = 27, MS_bet = 17, and MS_wi = 3, what is F_obt? A) 5.67 B) 2 C) .1765 D) .5

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To calculate F_obt, we first need to calculate M_ob: M_ob = SS_ob / df_ob df_ob = k - 1 = 2 - 1 = 1 SS_ob = SS_bet + SS_wi SS_ob = 34 + 27 = 61 M_ob = 61 / 1 = 61 Then, we can calculate F_obt: F_obt = M_ob / MSE1U1B0 MSE1U1B0 = Average of MS_bet and MS_wi MSE1U1B0 = (17 + 3) / 2 = 10 F_obt = 61 / 10 = 5.67 Therefore, the answer is A) 5.67.

Given the Summary Values for a One-Way ANOVA: SSbet =

Given the Summary Values for a One-Way ANOVA: SS_bet =