DF for a paired sample test are computed as
a. n-1
b. n-2
c. it depends on whether the researcher is running a one tailed or
a two tailed test
In paired sample test same sample is considered before the treatment and after the treatment .
So
DF=n-1
Correct option is a. n-1
DF for a paired sample test are computed as a. n-1 b. n-2 c. it depends...
3 and 4
3. Indicate df for the following statistical tests: a. One sample t test b. Independent samples t test (same N's in both groups) c. Independent samples t test (different N's) d. Paired samples t test e. Testing whether correlation coefficient is different from 0. 4. Assume you have two independent samples that you wish to compare. One sample has an N of 14 and the other has an N of 10. For a = .05, two tailed...
Look at the table for the Paired samples test to find your t
calculated, df, and significance. Remember that significance level
will appear in the Sig (2-tailed) column. Any value that is smaller
than .05 will be significant at the .05 level or higher. In a
sentence describe the results and report them in APA style,
including r2 and evaluation (you will need to calculate
r2 by hand).
3. What type of error in hypothesis testing is possible given
the...
Statistics for math test scores of two Grade 3 classes were computed. Class 1 n: 21 mean: 72 variance: 4.5 Class 2 n: 25 mean: 65 variance: 7.3 The principal wants to conduct a t-test (=0.05) to compare performance of these two classes. Which of the following is true? A. This is a one-tailed test with equal variances B. This is a two-tailed test with unequal variances C. This is a one-tailed test with unequal variances D. This is a...
If a paired-samples t-test and an independent samples t-test both have df = 16, which experiment used more participants? They both used the same number of participants (n = 18). (A) (B) They both used the same number of participants (n = 17). (C) The paired-samples t-test. (D) The independent samples t-test.
and 2. The variance of a sample depends a. the mean of the sample; the sample degrees of freedom b. the mean of the sample; the sum of squares for the sample c. the sum of squares for the sample; the sample degrees of freedom on 3. With an independent samples test, a researcher can draw conclusions about a. a comparison of two population means b. a comparison of two population variances c. the importance of sample size to the...
1. What is the degree of freedom, df of Chi2 for Independence, if each nominal variable consists of 4 categories? A. df = 2 B. df = 8 C. df = 7 D. df = 4 E. df = 9 F. df = 6 2. A researcher used Chi2 test for Goodness of Fit to test whether there is any difference in preferences for brands of six soft drinks. If the study uses a sample of n = 180 participants,...
Complete the problem below on conducting one sample t-test using the steps in hypothesis testing. A researcher in interested in whether students who are musicians have higher intelligence test scores than students in the general population. The mean for the general population is 100. The researcher selects 30 musicians from local high schools and gives them an intelligence test, with a mean of 105. SS = 725 for the sample. m = _______ M = _________ n = _______ s2...
Now suppose a larger sample (30 pairs vs 10 pairs) was collected and a paired t test was used to analyze the data. The output is shown below. Paired Samples Statistics Mean N Std. Deviation Std. Error Mean Pair 1 Female salaries 6773.33 30 782.099 142.791 Male salaries 7213.33 30 875.227 159.794 Paired Samples Correlations N Correlation Sig. Pair 1 Female salaries & Male salaries 30 .881 .000 Paired Samples Test Paired Differences t df Sig. (2-tailed) Mean Std. Deviation...
A researcher in interested in whether students who are musicians have higher intelligence test scores than students in the general population. The mean for the general population is 100. The researcher selects musicians from local high schools and gives them an intelligence test, with a mean of 105. SS 725 for the 2. 30 sample Null Hypothesis (Ho): μ State in words: Alternative Hypothesis (Ha): μ > State in words: df= t critical value (with α : .05): One-tailed or...
c. Run a two-sample paired t-test for means to test your hypothesis, using a confidence level of 95%. To show whether it is a one-tail test or a two-tail test, highlight the significant values in the Excel output, including your p-value, critical t, and t stat. and write a sentence or two to interpret the results. should the null hypothesis be rejected? In EXCEL PLEASE TABLE C9-2: Wife and Husband Feedback Scores on 1-7 Scale + Same Day or Not...