In an attempt to compare the performance of students with more than one electronic gadget and those with only one or none, the mean grades of students and the standard deviations were taken and are shown in the table below. Mean Standard Sample deviation Students with 0 - 1 gadgets Students with more than 1 gadget X1 = 83 X2 = 79 Is there a significant difference between the mean grades of students with more than one S1 = 10 S2 = 14 N¡ = 12 n2 = 12 electronic gadget and those with one or none? Use a = 0.05 and use a two-tailed test.

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4G
l l 11:16 a
4G
"O, 17.3
83
KB/s
Test the hypothesis as to whether or not the cases of fatal accidents are related to the sizes
of vehicles as perceived by respondents. Use a = 1%.
Cases
Responses
Small (Cars/Motors)
Medium (Buses)
Large
(Heavy/Cargo
Trucks)
50
N
90
GETTING THE COMBINED GAS LAW FORMULA
BOYLES LOW
CHARLES'S LITN
GY-LUSSIC'S LM
You
P, V.
-- - -
ST11P2 - Ban...
GROUP 4
DELA TORRE, KIRZTINE EUNICE
PAGSIAT, MARVIN JAY
BABA, TIFFANY SHYNE
BOOC, GABRIEL RONAN
NACARIO, SHAWN RYAN
In an attempt to compare the performance of students with more than one electronic gadget
and those with only one or none, the mean grades of students and the standard deviations
were taken and are shown in the table below.
Мean
Standard
Sample
deviation
X1 = 83
X2 = 79
Is there a significant difference between the mean grades of students with more than one
electronic gadget and those with one or none? Use a = 0.05 and use a two-tailed test.
Students with 0 - 1 gadgets
Students with more than 1 gadget
S1 = 10
S2 = 14
n1 = 12
n2 = 12
GROUP 5
SILVERIO, TREXIE MARIE
ARCENAS, CHRISTIAN
LEGARTE, JHERLHYN
GALLA, YUME JUNE DIMPLE
LUBAS, RAQUILO GABRIEL
The sample uric acid level of selected basketball and tennis players of the same age and
gender in a certain university were tested. The result is shown below. Is there a difference in
the mean uric acid level between basketball and tennis players? Use a = 0.05 for two-tailed
test.
GROUP 6
FLORES, MARICHU YESHA
DIHAYCO, JAMES
MONTEALTO, ROXAN
МАHILUM, KIм
BERMIL, TRICIA MAE
A certain manager wises to find out if the proposed system of operations increases the gross
sales of the products of the compared with existing system. To compare the results, six
branches for each system are randomly selected for assessment. The result is as follows:
Proposed System
X1 = 42.5
S1 = 5.7
Existing System
Average sales in million
X2 = 32.6
Standard deviation
S2 = 4.8
Number of branches
n2 = 6
2 of 3
Is the proposed system significantly better than the existing system? Test at a = 0.01 and use
a two-tailed test.
GROUP 7
AROBO. MVLENE.
||
Transcribed Image Text:4G l l 11:16 a 4G "O, 17.3 83 KB/s Test the hypothesis as to whether or not the cases of fatal accidents are related to the sizes of vehicles as perceived by respondents. Use a = 1%. Cases Responses Small (Cars/Motors) Medium (Buses) Large (Heavy/Cargo Trucks) 50 N 90 GETTING THE COMBINED GAS LAW FORMULA BOYLES LOW CHARLES'S LITN GY-LUSSIC'S LM You P, V. -- - - ST11P2 - Ban... GROUP 4 DELA TORRE, KIRZTINE EUNICE PAGSIAT, MARVIN JAY BABA, TIFFANY SHYNE BOOC, GABRIEL RONAN NACARIO, SHAWN RYAN In an attempt to compare the performance of students with more than one electronic gadget and those with only one or none, the mean grades of students and the standard deviations were taken and are shown in the table below. Мean Standard Sample deviation X1 = 83 X2 = 79 Is there a significant difference between the mean grades of students with more than one electronic gadget and those with one or none? Use a = 0.05 and use a two-tailed test. Students with 0 - 1 gadgets Students with more than 1 gadget S1 = 10 S2 = 14 n1 = 12 n2 = 12 GROUP 5 SILVERIO, TREXIE MARIE ARCENAS, CHRISTIAN LEGARTE, JHERLHYN GALLA, YUME JUNE DIMPLE LUBAS, RAQUILO GABRIEL The sample uric acid level of selected basketball and tennis players of the same age and gender in a certain university were tested. The result is shown below. Is there a difference in the mean uric acid level between basketball and tennis players? Use a = 0.05 for two-tailed test. GROUP 6 FLORES, MARICHU YESHA DIHAYCO, JAMES MONTEALTO, ROXAN МАHILUM, KIм BERMIL, TRICIA MAE A certain manager wises to find out if the proposed system of operations increases the gross sales of the products of the compared with existing system. To compare the results, six branches for each system are randomly selected for assessment. The result is as follows: Proposed System X1 = 42.5 S1 = 5.7 Existing System Average sales in million X2 = 32.6 Standard deviation S2 = 4.8 Number of branches n2 = 6 2 of 3 Is the proposed system significantly better than the existing system? Test at a = 0.01 and use a two-tailed test. GROUP 7 AROBO. MVLENE. ||
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