The null hypothesis (H0H_0H0) represents the claim that the mean math score of students who completed the core curriculum is equal to 20. The alternative hypothesis (H1H_1H1) represents the claim that the mean math score is greater than 20.
Thus, the hypotheses are: H0:μ=20versusH1:μ>20. H_0: \mu = 20 \quad \text{versus} \quad H_1: \mu > 20. H0:μ=20versusH1:μ>20.
To use the ttt-distribution, the following requirements must be satisfied:
From the problem statement:
Thus, the requirements are satisfied. The correct options are:
a) The appropriate null and alternative hypotheses are: H0:μ=20versusH1:μ>20. H_0: \mu = 20 \quad \text{versus} \quad H_1: \mu > 20. H0:μ=20versusH1:μ>20. H0:μ=20versusH1:μ>20 \boxed{H_0: \mu = 20 \quad \text{versus} \quad H_1: \mu > 20} H0:μ=20versusH1:μ>20
b) The requirements to perform the test using the ttt-distribution are satisfied by: B, C, and D \boxed{\text{B, C, and D}} B, C, and D
Oops, Image-based questions are not yet availableUse Solvely.ai for full features.
Failed. You've reached the daily limit for free usage.Please come back tomorrow or visit Solvely.ai for additional homework help.