Suppose you have two different sets of individuals: Those that took the SAT prep course and those that did not. Using this data - answer the following questions. Prep course Mean score =1080 Variance =90 n =25 No prep course: Mean =910 Variance =120 n = 25 1. What is the null and alternative hypothesis? 2.  Is there a significant difference in SAT scores using a two-tailed test at .05?

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Suppose you have two different sets of individuals: Those that took the SAT prep course and those that did not. Using this data - answer the following questions. Prep course Mean score =1080 Variance =90 n =25 No prep course: Mean =910 Variance =120 n = 25 1. What is the null and alternative hypothesis? 2.  Is there a significant difference in SAT scores using a two-tailed test at .05?
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1. What is the null and alternative hypothesis?
2. Is there a significant change in SAT scores using a two-tailed test at .05?
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Independent Samples t-test
Suppose you have two different sets of individuals: Those that took the SAT prep course and
those that did not. Using this data - answer the following questions:
5
Prep course
Mean Score 1080
Variance 90
=
n = 25
AMA
110 100 10
1. What is the null and alternative hypothesis?
2. Is there a significant difference in SAT scores using a two-tailed test at .05?
F5
Bonus Opportunity - Put these numbers into SPSS and generate the t-statistics. Do your
numbers match your hand calculations? If you include your SPSS output, you can earn an
additional +5 on this assignment.
A
6
No prep course
Mean Score 910
Variance = 120
n = 25
Write your responses properly
(t(df) = XX, p)
F6
MacBook Air
&
7
1040 150.33
F7
1072 173.26
64.26
0 32.00
▶11
*
8
F8
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A
A
F9
do
Collaborate
www
F10
Body
Font
Arial
Style
Regular
B
Character Style
E
Text Color C
► Spacing
I
No Bullets
▾ Bullets & Lists
Indent:
Drop Cap
E
F
Bull
FL
Transcribed Image Text:+ Add Page 20 F3 NOV 3 $ 4 time 2nd time Diff 1 ✓ Insert 920 890 960 980 1020 1000 1310 1400 1210 1030 20 0 60 -20 120 -80 000 000 F4 T Wv Table Chart Text Shape Media Comment 1. What is the null and alternative hypothesis? 2. Is there a significant change in SAT scores using a two-tailed test at .05? % Independent Samples t-test Suppose you have two different sets of individuals: Those that took the SAT prep course and those that did not. Using this data - answer the following questions: 5 Prep course Mean Score 1080 Variance 90 = n = 25 AMA 110 100 10 1. What is the null and alternative hypothesis? 2. Is there a significant difference in SAT scores using a two-tailed test at .05? F5 Bonus Opportunity - Put these numbers into SPSS and generate the t-statistics. Do your numbers match your hand calculations? If you include your SPSS output, you can earn an additional +5 on this assignment. A 6 No prep course Mean Score 910 Variance = 120 n = 25 Write your responses properly (t(df) = XX, p) F6 MacBook Air & 7 1040 150.33 F7 1072 173.26 64.26 0 32.00 ▶11 * 8 F8 9 A A F9 do Collaborate www F10 Body Font Arial Style Regular B Character Style E Text Color C ► Spacing I No Bullets ▾ Bullets & Lists Indent: Drop Cap E F Bull FL
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