Question

In: Math

The paired data values for this test are First Value Second Value -9.68 -9.89 -14.16...

The paired data values for this test are

First Value	Second Value
-9.68	-9.89
-14.16	-12.11
-16.16	-8.24
-13.66	-17.15
-14.05	-14.28
-14.66	-12.69
-11.58	-11.69
-17.41	-15.27
-13.89	-12.18
-13.03	-13.63
-14.13	-12.36

There are 11 data pairs. In the test, subtract the First Value from the Second Value. Also,Δ₀ = 0. Compute the test statistic t₀

Expert Solution

From the Table, the following Table is calculated:

First Value	Second Value	d = Second Value - First value
-9.68	-9.89	- 0.21
-14.16	-12.11	2.05
-16.16	-8.24	7.92
-13.66	-17.15	- 3.49
-14.05	-14.28	- 0.23
-14.66	-12.69	1.97
-11.58	-11.69	- 0.11
-17.41	-15.27	2.14
-13.89	-12.18	1.71
-13.03	-13.63	- 0.6
-14.13	-12.36	1.77

From the d = Second value - First value, the following statistics are calculated:

n = 11

= 12.92/11

= 1.1745

d	(d - )	(d - )²
-0.21	-1.3845	1.9170
2.05	0.8755	0.7664
7.92	0.7455	45.5012
-3.49	-4.6645	21.7580
-0.23	-1.4045	1.9727
1.97	0.7955	0.6327
- 0.11	-1.2845	1.6501
2.14	0.9655	0.9321
1.71	0.5355	0.2867
-0.6	-1.7745	3.1490
1.77	0.5955	0.3545
Total =		78.9205

Standard deviation (s_d) =

SE = s_d/

= 2.8093/

= 0.8470

Test statistic is given by:

t = 1.1745/0.8470

= 1.3866

So,

Answer is:

1.3866

milcah answered 1 year ago

The paired data values for this test are Pair First Value Second Value 1 -14.59 -10.74...

The paired data values for this test are Pair First Value Second Value 1 -14.59 -10.74 2 -9 -8.03 3 -9.51 -8.83 4 -6.63 -6.99 5 -7.66 -11.63 6 -14.51 -5.1 7 -6.22 -9.65 There are 7 data pairs. In the test, subtract the First Value from the Second Value. Also,Δ0 = 0. Compute the test statistic t0

1.) First answer = first blank; second answer = second blank. The test statistic for an...

1.) First answer = first blank; second answer = second blank. The test statistic for an ANOVA is a ratio of values and is noted by (F). In independent- measures ANOVAs, ________ comprises the numerator of this ratio, whereas ________ comprises the denominator of this ratio. A: systematic treatment effects and unsystematic effects; unsystematic effects B: systematic treatment effects; unsystematic effects C: unsystematic effects; systematic effects and unsystematic effects D: unsystematic effects; systematic effects 3.) Please select all that apply....

Test the claim that the paired sample data is from a population with a mean difference...

Test the claim that the paired sample data is from a population with a mean difference of 0. Assume the samples are random and dependent, and the populations are normally distributed. Use α = 0.05. A 19 17 36 32 20 B 17 13 14 24 11

Compute both a paired t-test and two-sample t-test (for practice) but report the t-value for the...

Compute both a paired t-test and two-sample t-test (for practice) but report the t-value for the correct test. XI (Girl Guides) X2 (Boy Scouts) 9 6 9 7 5 5 10 8 6 5 8 6 6 7 7 5 9 4 6 7

A random sample of 9 history students produced the following data, first test Score, x second...

A random sample of 9 history students produced the following data, first test Score, x second test Score, y 12 38 23 36 41 19 66 66 35 40 17 44 72 40 19 72 30 78 where x measures the first test score and y measures the second test score. What is the estimate of the y = a x + b regression intercept coefficient?

The summary statistics for the first chemistry test and the second chemistry test scores of 62...

The summary statistics for the first chemistry test and the second chemistry test scores of 62 students are as follows. 1st test 2nd test Sample Mean 88.63 84.44 Sample Standard Deviation 11.46 13.70 The teacher in charge of chemistry assumed a simple regression model that predicts the results of the 2nd test with the results of the 1st test, and obtained the following analysis of variance table through simple regression analysis. DF Sum of Squares Mean Square F Regression Residuals...

Provide an appropriate response. Test the claim that the paired sample data is from a population...

Provide an appropriate response. Test the claim that the paired sample data is from a population with a mean difference of 0. Assume the samples are random and dependent, and the populations are normally distributed. Use . Select one: A. Reject H0: There is sufficient evidence to reject the claim. B. Fail to reject H0: There is sufficient evidence to reject the claim. C. Fail to reject H0: There is not sufficient evidence to reject the claim. D. Reject H0:...

The paired data below consist of the test scores of 6 randomly selected students and the...

The paired data below consist of the test scores of 6 randomly selected students and the number of hours they studied for the test. Test the claim that there is a linear correlation between hours of study and test scores, with 0.03 significance level and P-Value method. Hours 6 7 5 9 4 10 Score 71 82 58 85 62 91

Use Excel to test. For each paired difference, compute After – Before. In Data Analysis, t-Test:...

Use Excel to test. For each paired difference, compute After – Before. In Data Analysis, t-Test: Paired Two Sample for means, select the After data for Variable 1 Range. Note that the critical value output by Data Analysis for this test is always positive. In this problem, the sign of the critical value is negative corresponding to 1-tailed test with lower reject region and negative lower critical value. Person Before After 1 176 164 ...

Paired t-test Execution For this question use the following values: n = 13,sD = 1.20, andd...

Paired t-test Execution For this question use the following values: n = 13,sD = 1.20, andd = -1.01.Compute the upper limit of the 93% confidence interval on the differencebetween population means. Group of answer choices -0.955 -0.787 -0.507 -0.434 -0.348 -0.090 0.044 0.103 0.132 0.690