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A history instructor hypothesizes that the students who earn a C or better spend more time outside of class on the coursework than students who receive a D or an F. She collects the following data (number of hours spent outside of class on the course work) from two samples of students. What does she conclude?
-Do all steps for this problem but DO NOT redo the math provided for you.
C or better D or F
8 4 4 2 1 5 2 2 1 3 |
6 2 1 0 3 2 1 5 |
Data Box Group 1 Sum of x = 32 Sum of x squared = 144 Squared sum of x = 1024 Variance = 4.16 Mean = 3.2 N = 10 |
Data Box Group 2 Sum of x= 20 Sum of x squared = 80 Squared sum of x = 400 Variance = 3.75 Mean = 2.5 N = 8 |
a. What is step 1?
Group of answer choices
H0: μ1 = μ2 & H1: μ1 ≠ μ2
H0: μ1 ≥ μ2 & H1: μ1 < μ2
H0: μ1 ≤ μ2 & H1: μ1 > μ2
b. Set up Step 2
Group of answer choices
alpha
[ Choose ] 16 directional .01 1 tail 2.120 18 1.746 .05 non-directional
tails?
[ Choose ] 16 directional .01 1 tail 2.120 18 1.746 .05 non-directional
Direction?
[ Choose ] 16 directional .01 1 tail 2.120 18 1.746 .05 non-directional
df?
[ Choose ] 16 directional .01 1 tail 2.120 18 1.746 .05 non-directional
Critical value?
[ Choose ] 16 directional .01 1 tail 2.120 18 1.746 .05 non-directional
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Question 123 pts
c, What is step 3?
Group of answer choices
Estimate of the standard error between the sample means
[ Choose ] .999 1.746 positive 2.999 negative .701
tobt value
[ Choose ] .999 1.746 positive 2.999 negative .701
Positive or negative tobt
[ Choose ] .999 1.746 positive 2.999 negative .701
d. Is step 4 to Retain H0?
Group of answer choices
True
False
e. Set up step 5.
Group of answer choices
It appears that students who earn C or better do not spend significantly more time outside of class doing coursework.
It appears that students who earn C or better spend significantly less time outside of class doing coursework.
It appears that students who earn C or better spend significantly more time outside of class doing coursework.
f. When you reject H0 for the type of test on question #10 what do you do after step 5, conclusion?
Group of answer choices
Tukey HSD
confidence interval and effect size
nothing
a)
H0: μ1 ≤ μ2 & H1: μ1 > μ2
2)
α=0.05
Degree of freedom, DF= n1+n2-2 =
16
t-critical value , t* = 1.746
one tail test , directional
3)
pooled std dev , Sp= √([(n1 - 1)s1² + (n2 -
1)s2²]/(n1+n2-2)) = 1.6334
std error , SE = Sp*√(1/n1+1/n2) =
0.7748
4) TRUE
5) It appears that students who earn C or better do not spend significantly more time outside of class doing coursework.
6) confidence interval and effect size
please revert for any doubts....
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