Hi! This is this the first question on my statistics homework and I am not really sure even where to start on it. The lecture he gave to go along with it was nothing like this. Thank you for the help!

You are tasked with comparing 2 different groups in order to see if there is a difference among these 2 groups. You wish to test the claim that the mean of these 2 groups are all equal at a significance level of a = 0.02. Follow the steps below to conduct the ANOVA procedure for comparing these groups. The steps are same the steps outlined in the lecture slides and the Excel labs. 1) Setup competing hypotheses (no answers for this part) Ho : M1 = /2 Ha : at least one of the means is different from the others 2) Sample data (no answers for this part) You obtain a sample of size n = 14 for each group. The results of the sample data gathered for each group are shown below. Group1 Group2 mean 77.4 34.3 variance 361 228.01 3a) The significance level is a = 0.02 (no answer for this part) 3b) Calculate the variance between groups (report your answer to 2 decimal places) variance between groups = 3c) Calculate the first degrees of freedom df1 =3d) Calculate the variance within groups (report your answer to 2 decimal places) variance within groups = 3e) Calculate the second degrees of freedom dfz = 3f) Calculate the F statistic (report your answer to 3 decimal places) F= 33) What is the pvalue for this sample? (report your answer to 4 decimal places.) p-value = 4) Make a decision The pvalue is... class than (or equal to) a: = 0.02 C-greater than a = 0.02 This pvalue leads to the decision... A reject the null hypothesis (f-do not reject the null hypothesis 5) State your conclusion