1) The standard t test for independent means should NOT
be used if the populations are...
1) The standard t test for independent means should NOT
be used if the populations are highly __________ in opposite
directions.
2) For a study using a t test for independent means,
with any given total number of participants, power is greatest when
the participants are divided into __________ groups.
3)
In the formula “=
S2M1 +
S2M2,”
“S2M1”
represents
Group of answer choices
the variance of the difference scores for Population 1.
the estimated standard deviation of Population 1....
Consider the following data drawn from two independent normally
distributed populations:
Assume the population
variances are...
Consider the following data drawn from two independent normally
distributed populations:
Assume the population
variances are 98.2 and 87.4 for groups 1 and 2 respectively. What
is the 95% confidence interval for the difference in population
means (µ1 - µ2)?
group 1, group 2
mean 25.7
30.6
sample size
20 25
Select one:
None of these are correct
(-9.67, -0.13)
(-10.58, 0.78)
(-12.37, 2.57)
(-7.85, 0.85)
Independent random samples were selected from populations 1 and
2. The sample sizes, means, and variances...
Independent random samples were selected from populations 1 and
2. The sample sizes, means, and variances are as follows.
Population
1
2
Sample Size
30
64
Sample Mean
11.4
6.9
Sample Variance
1.37
4.15
(a) Find a 95% confidence interval for estimating the difference
in the population means (μ1 −
μ2). (Round your answers to two decimal
places.)
to
Suppose independent random samples of 16 unionized women and 18
nonunionized women in manufacturing have been...
Suppose independent random samples of 16 unionized women and 18
nonunionized women in manufacturing have been selected and the
following hourly wage rates are found.
Union Worker: 22.40, 16.50, 18.50, 16.70, 19.80, 14.05, 17.00,
18.90, 16.20, 14.30, 20.00, 17.20, 16.10, 17.30, 19.10 ,12.30
Nonunion Worker: 17.60, 15.90, 13.90, 14.40, 19.20, 14.50,
16.60, 11.85, 15.00, 16.45, 17.65, 1 4.20, 15.00, 15.30, 17.55,
17.00, 13.30, 15.10
a. What is the point estimate of the difference between hourly
wages for the two populations?...
A researcher used an independent sample t test to compare two
treatment conditions. He wanted to...
A researcher used an independent sample t test to compare two
treatment conditions. He wanted to test whether there is a
significant difference between two treatments. Following data were
obtained:
Treatment one group: # of participants = 12, sample mean = 55,
sample standard dev (s) = 2.83
Treatment two group: # of participants = 12, sample mean = 52,
sample standard dev (s) = 2.00
Use 5% significance level.
Assume µ1
and µ2 are the population means for group one
and...
A researcher used an independent sample t test to
compare two treatment conditions. He wanted to...
A researcher used an independent sample t test to
compare two treatment conditions. He wanted to test whether there
is a significant difference between two treatments. Following data
were obtained:
Treatment one group: # of participants = 12, sample
mean = 55, sample standard dev (s) = 2.83
Treatment two group: # of participants = 12, sample
mean = 52, sample standard dev (s) = 2.00
Use 5% significance level. Assume µ1
and µ2 are the population means for group...