Solve this with solutions. THANKS BEFOREAFTERМEANVARIANCEOBSERVATIONSdfFP(F<=f) one-tailF Critical one-tailCONCLUSIONHS TYPEMEANDEt_cP-VALUEPRIVATEPUBLICOVERALLLegend0 - 74.99Did Not Meet Expectations75 – 79. 49Fairly Satisfactory79.5 – 84.49Satisfactory84.5 – 89.49Very Satisfactory89.5 - 100Outstanding**Highly significantSignificant*nsNot significant 1. The following data are Mathematics scores of students grouped according to type of highschool they come from (Private or Public). Is this an indication that the students' scoresin one group is significantly different from the other?PrivatePublic79777478808567906889788288909293898890908788867886848292899294

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The following data are Mathematics scores of students grouped according to type of high school they come from (Private or Public). Is this an indication that the students' scores in one group is significantly different from the other?

The following data are Mathematics scores of students grouped according to type of high school they come from (Private or Public). Is this an indication that the students' scores in one group is significantly different from the other?

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Concept explainers

Finite element procedure and modelling

Finite element method (FEM) is a mathematical technique that primarily implements the numerical approach and finds approximate solutions to the engineering problems. The finite element method is widely used in many civil engineering applications, especially in the domain of structural mechanics to find solutions to partial differential equations (PDEs), which governs the motion of structures under external influences like loads.

Question

Solve this with solutions. THANKS

BEFORE
AFTER
МEAN
VARIANCE
OBSERVATIONS
df
F
P(F<=f) one-tail
F Critical one-tail
CONCLUSION
HS TYPE
MEAN
DE
t_c
P-VALUE
PRIVATE
PUBLIC
OVERALL
Legend
0 - 74.99
Did Not Meet Expectations
75 – 79. 49
Fairly Satisfactory
79.5 – 84.49
Satisfactory
84.5 – 89.49
Very Satisfactory
89.5 - 100
Outstanding
**
Highly significant
Significant
*
ns
Not significant

1. The following data are Mathematics scores of students grouped according to type of high
school they come from (Private or Public). Is this an indication that the students' scores
in one group is significantly different from the other?
Private
Public
79
77
74
78
80
85
67
90
68
89
78
82
88
90
92
93
89
88
90
90
87
88
86
78
86
84
82
92
89
92
94

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