Perform a statistical analysis / test of hypothesis Suppose a researcher wants to see whether teaching students to read using a computer game gives better results than teaching with a tried-and-true...


Perform a statistical analysis / test of hypothesis



  1. Suppose a researcher wants to see whether teaching students to read using a computer game gives better results than teaching with a tried-and-true phonics method. She randomly selects 20 students and puts them into 10 pairs according to their reading readiness level, age, IQ, and so on. She randomly selects one student from each pair to learn to read via the computer game, and the other learns to read using the phonics method. At the end of the study, each student takes the same reading test. The data are shown in the following table.














































Student Pair



1



2



3



4



5



6



7



8



9



10



Reading Score under Computer Method



85



80



95



87



78



82



57



69



73



99



Reading Score under phonics method



80



80



88



90



72



79



50



73



78



95




Test whether there is a significant difference between the computer method and the phonics method. If there is a significant difference, which particular method is better?


8. Suppose a researcher wants to see whether teaching students to read using a<br>computer game gives better results than teaching with a tried-and-true phonics<br>method. She randomly selects 20 students and puts them into 10 pairs according to<br>their reading readiness level, age, IQ, and so on. She randomly selects one student<br>from each pair to learn to read via the computer game, and the other learns to read<br>Using the phonics method. At the end of the study, each student takes the same<br>reading test. The data are shown in the following table.<br>2 3 45<br>8 9<br>Student Pair<br>1<br>6<br>7<br>10<br>78 82 57 69<br>Reading Score under<br>73 99<br>85<br>80<br>95<br>Computer Method<br>Reading Score under<br>phonics method<br>30 80<br>88<br>90<br>72<br>79<br>50<br>73<br>78<br>95<br>Test whether there is a significant difference between the computer method and<br>the phonics method. If there is a significant difference, which particular method is<br>better?<br>9. Aschool psychologist is interested in whether or not teachers affect the anxiety scores<br>among students taking the Statistics exam. The data below are the standardized<br>anxiety test scores for students with the three different teachers.<br>Teacher's Name<br>Ms. San<br>Ms. San Juan<br>Ms. San Jose<br>Pedro<br>23<br>22<br>10<br>14<br>18<br>12<br>12<br>14<br>11<br>8<br>22<br>13<br>15<br>22<br>15<br>16<br>10<br>16<br>14<br>11<br>17<br>19<br>10<br>10<br>13<br>Perform an analysis of variance at the 0.05 level of significance.<br>

Extracted text: 8. Suppose a researcher wants to see whether teaching students to read using a computer game gives better results than teaching with a tried-and-true phonics method. She randomly selects 20 students and puts them into 10 pairs according to their reading readiness level, age, IQ, and so on. She randomly selects one student from each pair to learn to read via the computer game, and the other learns to read Using the phonics method. At the end of the study, each student takes the same reading test. The data are shown in the following table. 2 3 45 8 9 Student Pair 1 6 7 10 78 82 57 69 Reading Score under 73 99 85 80 95 Computer Method Reading Score under phonics method 30 80 88 90 72 79 50 73 78 95 Test whether there is a significant difference between the computer method and the phonics method. If there is a significant difference, which particular method is better? 9. Aschool psychologist is interested in whether or not teachers affect the anxiety scores among students taking the Statistics exam. The data below are the standardized anxiety test scores for students with the three different teachers. Teacher's Name Ms. San Ms. San Juan Ms. San Jose Pedro 23 22 10 14 18 12 12 14 11 8 22 13 15 22 15 16 10 16 14 11 17 19 10 10 13 Perform an analysis of variance at the 0.05 level of significance.
8. Suppose a researcher wants to see whether teaching students to read using a<br>computer game gives better results than teaching with a tried-and-true phonics<br>method. She randomly selects 20 students and puts them into 10 pairs according to<br>their reading readiness level, age, IQ, and so on. She randomly selects one student<br>from each pair to learn to read via the computer game, and the other learns to read<br>Using the phonics method. At the end of the study, each student takes the same<br>reading test. The data are shown in the following table.<br>2 3 45<br>8 9<br>Student Pair<br>1<br>6<br>7<br>10<br>78 82 57 69<br>Reading Score under<br>73 99<br>85<br>80<br>95<br>Computer Method<br>Reading Score under<br>phonics method<br>30 80<br>88<br>90<br>72<br>79<br>50<br>73<br>78<br>95<br>Test whether there is a significant difference between the computer method and<br>the phonics method. If there is a significant difference, which particular method is<br>better?<br>9. Aschool psychologist is interested in whether or not teachers affect the anxiety scores<br>among students taking the Statistics exam. The data below are the standardized<br>anxiety test scores for students with the three different teachers.<br>Teacher's Name<br>Ms. San<br>Ms. San Juan<br>Ms. San Jose<br>Pedro<br>23<br>22<br>10<br>14<br>18<br>12<br>12<br>14<br>11<br>8<br>22<br>13<br>15<br>22<br>15<br>16<br>10<br>16<br>14<br>11<br>17<br>19<br>10<br>10<br>13<br>Perform an analysis of variance at the 0.05 level of significance.<br>

Extracted text: 8. Suppose a researcher wants to see whether teaching students to read using a computer game gives better results than teaching with a tried-and-true phonics method. She randomly selects 20 students and puts them into 10 pairs according to their reading readiness level, age, IQ, and so on. She randomly selects one student from each pair to learn to read via the computer game, and the other learns to read Using the phonics method. At the end of the study, each student takes the same reading test. The data are shown in the following table. 2 3 45 8 9 Student Pair 1 6 7 10 78 82 57 69 Reading Score under 73 99 85 80 95 Computer Method Reading Score under phonics method 30 80 88 90 72 79 50 73 78 95 Test whether there is a significant difference between the computer method and the phonics method. If there is a significant difference, which particular method is better? 9. Aschool psychologist is interested in whether or not teachers affect the anxiety scores among students taking the Statistics exam. The data below are the standardized anxiety test scores for students with the three different teachers. Teacher's Name Ms. San Ms. San Juan Ms. San Jose Pedro 23 22 10 14 18 12 12 14 11 8 22 13 15 22 15 16 10 16 14 11 17 19 10 10 13 Perform an analysis of variance at the 0.05 level of significance.
Jun 09, 2022
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