Question

t = 2.60, df = 17, alpha = .05, one-tailed critical value of t = Decision...

  1. t = 2.60, df = 17, alpha = .05, one-tailed

critical value of t =
Decision =

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1) Find the critical values t for a left-tailed test -t with alpha=0.99 and n=17 2)...
1) Find the critical values t for a left-tailed test -t with alpha=0.99 and n=17 2) Find the critical values t for a right-tailed test with alpha=0.01 and n=21 3) Find the critical values t and -t for a two-tailed test with alpha=0.05 and n=26
Suppose you perform a two-tailed one-sample t-test, using an alpha of .05, on data from 15...
Suppose you perform a two-tailed one-sample t-test, using an alpha of .05, on data from 15 participants. Your obtained value of t is 2.91, and the critical value of t is 2.754. Which of the following is the correct way to report this finding?
T Score: 1.049 DF: 14 Significance Level: .05 One-tailed The P-Value is .155975. The result is...
T Score: 1.049 DF: 14 Significance Level: .05 One-tailed The P-Value is .155975. The result is not significant at p < .05. Here's my Question. Can someone explain in detail how this calculator comes up with this P- value. Can it be solved by hand? None of the calculators online show any work. Thank you
a. For the following degrees of freedom, list the critical values for a one-tailed and two-tailed...
a. For the following degrees of freedom, list the critical values for a one-tailed and two-tailed test at a .01 and .05 level of significance. .01 .05 df =  (Infinity) ___ ___ (One-tailed test) df =  (Infinity) ___ ___ (Two-tailed test) b. Refer to Table 8.4 in Chapter 8. How do the critical values you listed in the previous question compare with those listed for the z-distribution. Explain.
Explain how to find t.05 (known as the critical value of t for p = .05)...
Explain how to find t.05 (known as the critical value of t for p = .05) for: the one-sample t-test and the matched-pairs t-test.
Assume the computed t-statistic was t0=1.987 Find the t-critical value for a one-tailed test at the...
Assume the computed t-statistic was t0=1.987 Find the t-critical value for a one-tailed test at the 0.05 significance level with 19 degrees of freedom. Is there sufficient evidence to reject the null hypothesis? Find the t-critical value for a one-tailed test at the 0.05 significance level with a sample size of 30. Is there sufficient evidence to reject the null hypothesis? Find the t-critical value for a two-tailed test at the 0.05 significance level with 15 degrees of freedom. Is...
For a one-tailed t test, there is only one critical cutoff value. True False
For a one-tailed t test, there is only one critical cutoff value. True False
Find the critical value of t from Appendix D for the following situations. Specify the correct...
Find the critical value of t from Appendix D for the following situations. Specify the correct degrees of freedom, whether the value is “+/-“ or is “+ or –“ and, if the actual df value isn’t the table, specify which you used. a) N = 31, α = .05, one-tailed one sample t-test    _______________________________ b) N = 25, α = .01, two-tailed one sample t-test   _______________________________ c) N = 26, α = .05, one-tailed one sample t-test    _______________________________ d) N...
Consult the t-table and r-table and indicate the exact critical value of t or r that...
Consult the t-table and r-table and indicate the exact critical value of t or r that you would use for each of the following statistical tests. Pull the exact value out of the table without rounding it. You will need to determine which test each study would use in order to correctly identify each df. a. Depression score data from 15 participants were collected both before and after they each took an antidepressant. You use a two-tailed test t-test with...
R language Exercise 1. Here, we look at how t critical values behave as their df...
R language Exercise 1. Here, we look at how t critical values behave as their df (degrees of freedom) increases: a. First, what is z.05? b. Second, if you look at t.05,20, t.05,40, t.05,60, . . . (t values for α = .05 with df = 20, 40, 60, continuing up by 20 each time) i. for what df is the value of t.05,df first different from z.05 by less than .05? ii. for what df is the value of...