Using Table F, find the P-value interval for each test value.a. t = 3.025, n = 24, right-tailedb. t = - 1.145, n = 5, left-tailedc. t = 2.179, n = 13, two-tailedd. t = 0.665, n = 10, right-tailed
Determine the critical value.
Using the z-tables (or t-tables), determine the critical value
for the left-tailed z-test with α=0.01
Question options:
a)-2.326
b)2.326
c)2.576
d)-2.576
For a one-tailed dependent samples t-Test, what specific
critical value do we need to overcome at the p < .05 level for a
study with 30 participants?
1.701
1.699
1.698
1.69
None of the above
Find the t-critical values (tcrit) that form the rejection
region for a two-tailed test with α = .05 for each of the following
sample sizes.
a. N = 10 ________2.262____________
b. N = 17 _________2.120___________
c. N = 27 _________2.056____________
state the critical values for a two-independent same t-test
given the following conditions:
a. two-tailed test a=.01, total df=26
b. one-tailed test, lower tail critical a=.01,df=15 for each
group
c. two- tailed test, a=.05, n=12 in each group
d.one-tailed test, upper tail critical, a=.05 n for both groups
combined is 30