The null hypothesis is the prediction that there are no differences between the mean of the population and the mean of your sample. Question 1 options: True False Save Question 2 (1 point) The hypothesis that your sample mean is significantly different from the population mean is called the Alternative hypothesis or _________________. Question 2 options: a) Null hypothesis b) Research Hypothesis c) One-Tailed Test d) Two-Tailed test Save Question 3 (1 point) If you are running a test to find out whether or not a particular drug works better than a placebo in controlling depression, and you have no idea whether the effects of the drug will increase depression or decrease depression, you want to run a _____________. Question 3 options: a) Research study b) One-Tailed Test c) NHST d) Two-Tailed Test Save Question 4 (1 point) When you incorrectly reject the null hypothesis and claim there are significant differences between your two means, and no such difference exists in the population, you have a(n) _____________ Question 4 options: a) Type I Error b) unstandardized effect size c) Type II Error d) there is not enough information given to determine Save Question 5 (1 point) A Type II Error occurs when you fail to reject the null hypothesis when it is true. Question 5 options: a) True b) False **Please help me with my homework I only got 2/5 correct. Thank you**
1)true
2)The hypothesis that your sample mean is significantly different from the population mean is called the Alternative hypothesis or b) Research Hypothesis
3) If you are running a test to find out whether or not a particular drug works better than a placebo in controlling depression, and you have no idea whether the effects of the drug will increase depression or decrease depression, you want to run a d) Two-Tailed Test
4)
When you incorrectly reject the null hypothesis and claim there are significant differences between your two means, and no such difference exists in the population, you have a a) Type I Error
5)
A Type II Error occurs when you fail to reject the null hypothesis when it is true : False
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