SPSS statiscal analysis

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SPSS2020.docx

Dear Writer/Tutor,

The following information that listed below, I need that information to be converted back into excel spreadsheet and also a copy of SPSS descriptive analysis.

Statistical tests/ Descriptive Analysis

The dependent variables in this case context would include the operational flexibility of the UAVs, human factors, and delivery time. The table below suggests a statistical description of the challenges associated with the effectiveness of MQ-8B Fire Scout to provide humanitarian efforts for post-natural disasters. The previously projected data was an estimation, although the data gathered reflects real-world application in describing the data in this research.

Table 1

Descriptive Statistics for challenges During UAVs operations in humanitarian aid

UAVs

Type of Operations

N

Min

Max

Mean

SD

MQ-8B

Unmanned

55

0.0

27.00

1.50

6.85

Manned

34

0.0

120.00

0.94

16.26

Total

89

0.0

120.00

1.25

7.89

MH-60,

Unmanned

68

0.0

43.00

0.05

0.47

Manned

44

0.0

75.78

1.81

10.99

Total

112

0.0

75.78

0.47

6.95

Total

Unmanned

256

0.0

57.00

0.59

3.66

Manned

145

0.0

22.00

2.57

11.53

Total

401

0.0

22.00

0.93

1.13

Note. Mean, Min, Max, and SD are measured in minutes. Min = Minimum, Max = Maximum, SD = Standard Deviation. Data from 2012-2016 were used for this analysis.

T statistics: An independent t-test is a two-sample t-test used to determine whether there is a statistically significant difference between the means in two unrelated groups.

The data selections come from the normal population.

The following hypothesis (H) has been formulated for the study:

H0: There is no statistical difference in safety when using the Northrop Grumman MQ-8B Fire Scout when compared to manned vehicles to provide humanitarian aid in areas affected by a disaster.

H1: There is a statistical difference in safety when using the Northrop Grumman MQ-8B Fire Scout when compared to manned vehicles to provide humanitarian aid in areas affected by a disaster.

Level of significance is 0.05

 

N

Mean

SD

MQ-8B

89

1.25

7.89

MH-60,

112

0.47

6.95

Pooled standard deviation:

54.4712

Standard error for difference

1.0480

Test Statistic (t)

0.7442

P-Value

0.2288

Decision: Fail to reject the null hypothesis because the P-value is greater than 0.05 and concludes: There is no statistical difference in safety when using the Northrop Grumman MQ-8B Fire Scout when compared to MH-60 to provision humanitarian aid in areas affected by a disaster.

Microsoft Excel was used to organize the data of different UAVs for conducting various humanitarian aid operations. SPSS software was used SPSS to conduct a descriptive analysis.