Question

Whenever the calculated value of t is less than the tabled value of t (for a...

Whenever the calculated value of t is less than the tabled value of t (for a given number of degrees of freedom), then

A.) We fail to reject Ho

B.) Ho is rejected

C.) Ho is no longer relevant

D.) the alpha level increases

Homework Answers

Answer #1

A.) We fail to reject Ho

To determine whether to reject the null hypothesis using the t-value, compare the t-value to the critical value. The critical value is tα/2, n–p-1, where α is the significance level, n is the number of observations in your sample, and p is the number of predictors.

If the absolute value of the t-value is greater than the critical value, you reject the null hypothesis. If the absolute value of the t-value is less than the critical value, you fail to reject the null hypothesis.

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
Determine​ (a) the χ2 test​ statistic, (b) the degrees of​freedom, (c) the critical value using alpha...
Determine​ (a) the χ2 test​ statistic, (b) the degrees of​freedom, (c) the critical value using alpha equals α=0.05​, and​(d) test the hypothesis at the alpha equals α=0.05 level of significance. Outcome A B C D Observed 48 52 51 49 Expected 50 50 50 50 Ho : Pa = Pb = Pc = Pd = 1/4 H1 : At least one proportions is different from the others. a) The test statistic is b) The degrees of freedom are one less...
1. Calculate the critical degrees of freedom and identify the critical t value for a single-sample...
1. Calculate the critical degrees of freedom and identify the critical t value for a single-sample t test in each of the following situations, using p=.05 for all scenarios. Then, state whether the null hypothesis would fail to be rejected or rejected: a. Two-tailed test, N = 14, t = 2.05, (df= Answer:, critical t = Answer:, Reject or Fail to Reject Ho: Answer: b. One-tailed test, N = 14, t = 2.05, (df= Answer:, critical t = Answer:, Reject...
A conservationist wants to know if the average water level in Horseshoe Lake is less than...
A conservationist wants to know if the average water level in Horseshoe Lake is less than the average water level in Swan Lake. So he takes samples of water readings and obtains the data below. Horseshoe Lake Swan Lake Mean Water Level 16.1 17.5 Sample Variance 5.2 5.4 Sample Size 35 45 Test the hypothesis at the 1 % significance level. (A) Do not reject Ho since -2.70 is less than 2.05 (B) Do not reject Ho since the p-value...
When group is truly selected randomly from a population, the probability of its mean value being...
When group is truly selected randomly from a population, the probability of its mean value being higher than the parameter mean is a. 0.00 b. .50 c. 1.00 d. .33 Whenever the mean of the distribution of differences equals zero, then one can be fairly safe in concluding that: a. the samples probably represent a single population b. the samples probably represent different populations c. there was absolutely no sampling error d. actual standard score Sampling error is assumed to...
39. To locate the appropriate t value, which is not necessary? A. degrees of freedom b....
39. To locate the appropriate t value, which is not necessary? A. degrees of freedom b. level of confidence c. population mean d. variability in the population 40. The critical value (which is determined by the confidence level and corresponding alpha) is set by the researcher True or False 41. A “p-value” represents a. the practical solution b. the probability of the observed value occurring IF the hypothesis is true c. the probability of the observed value occurring IF the...
6. (1) t, z, (2) equal to less than not contained within greater than (3) z...
6. (1) t, z, (2) equal to less than not contained within greater than (3) z t (4) Reject Do not reject (5) is is not (6) is greater than does not equal is less than is equal to Consider the following hypothesis test. Given that n = 84, σ = 8, x = 49.9, and α = 0.01, complete parts a through d below. H : 0 μ ≤ 47 H : A μ > 47 a. State the...
T F 1. A p-value of .008 in hypothesis testing means there is only a .8%...
T F 1. A p-value of .008 in hypothesis testing means there is only a .8% chance we could get such sample statistics from the population if the null hypothesis is as stated. Such an event is considered unlikely and we would reject the null hypothesis. T F 2. As a general rule in hypothesis testing, it is always safer to set up your alternate hypothesis with a greater-than or less-than orientation. _____3. If the level of significance is .02...
Question 26: (Pt. 1) If our obtained/calculated positive t value is greater than our critical positive...
Question 26: (Pt. 1) If our obtained/calculated positive t value is greater than our critical positive t value, we: A. have made a Type II error B. have made a Type I error C. reject the null hypothesis D. retain the null hypothesis (Pt. 2) If we reject the null hypothesis when in reality the null hypothesis is true, we have: A. made a Type 2 error B. made a Type 1 error C. made the correct decision D. none...
1. According to a recent report, 38% of adults wait until they are 30 years of...
1. According to a recent report, 38% of adults wait until they are 30 years of age or older to get married for the first time. A researcher believes this claimed value is too low. He gathers data in order to test the hypotheses Ho: p = 0.38 vs. Ha: p > 0.38. In these hypotheses, what does p represent? A. The sample proportion B. The population proportion C. The p-value D. The sample mean E. The population mean 2....
Basic Computation: Testing u, o Unknown: A random sample has 49 values. The sample mean is...
Basic Computation: Testing u, o Unknown: A random sample has 49 values. The sample mean is 8.5 and the sample standard deviation is 1.5. Use a level of significance of 0.01 to conduct a left-tailed test of the claim that population mean is 9.2 (a)Check Requirements Is it appropriate to use a Student’s t distribution? Explain. How many degrees of freedom do we use? (b) What are the hypotheses? (c) Compute the sample test statistic t. (d) Estimate the P-value...