independently analyze and interpret the data. Compare the improved airplane performance (average flight time) with the baseline results determined. E17feABDE1 Paper Airplanes Data Set 1 of Airplane Flight Time in Seconds Data Set 2 of Airplane Flight Time in Seconds2 Airplane 13 Airplane 2t-Test: Two-Sample Assuming Unequal Variances1.781.21.251.57Data Set 1 of Airplane Flight Times Data Set 2 of Airplane Flight Times4 Airplane 35 Airplane 46 Airplane 57 Airplane 68 Airplane 79 Airplane 810 Airplane 911 Airplane 1012 Airplane 1113 Airplane 1214 Airplane 1315 Airplane 1416 Airplane 151.631.52Mean1.48651.7321.431.63Variance0.0993292110.2984905261.251.87Observations20201.312.32Hypothesized Mean1.51.95df301.231.8t Stat-1.740697604P(T<=t) one-tailt Critical one-tail1.611.660.0459928731.562.151.6972608872.352.58P(T<=t) two-tail0.0919857461.52.7t Critical two-tail2.0422724561.450.681.451.40.830.5817 Airplane 1618 Airplane 1719 Airplane 1820 Airplane 1921 Airplane 201.461.961.651.761.882.31.551.631.061.382223242526Sheet1Ready* Accessibility: Good to go100%

Null Hypothesis: H0: There is no significance difference between the means of airplane performance…

Answered: independently analyze and interpret the…

independently analyze and interpret the data. Compare the improved airplane performance (average flight time) with the baseline results d

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Question

independently analyze and interpret the data. Compare the improved airplane performance (average flight time) with the baseline results determined.

E17
fe
A
B
D
E
1 Paper Airplanes Data Set 1 of Airplane Flight Time in Seconds Data Set 2 of Airplane Flight Time in Seconds
2 Airplane 1
3 Airplane 2
t-Test: Two-Sample Assuming Unequal Variances
1.78
1.2
1.25
1.57
Data Set 1 of Airplane Flight Times Data Set 2 of Airplane Flight Times
4 Airplane 3
5 Airplane 4
6 Airplane 5
7 Airplane 6
8 Airplane 7
9 Airplane 8
10 Airplane 9
11 Airplane 10
12 Airplane 11
13 Airplane 12
14 Airplane 13
15 Airplane 14
16 Airplane 15
1.63
1.52
Mean
1.4865
1.732
1.43
1.63
Variance
0.099329211
0.298490526
1.25
1.87
Observations
20
20
1.31
2.32
Hypothesized Mean
1.5
1.95
df
30
1.23
1.8
t Stat
-1.740697604
P(T<=t) one-tail
t Critical one-tail
1.61
1.66
0.045992873
1.56
2.15
1.697260887
2.35
2.58
P(T<=t) two-tail
0.091985746
1.5
2.7
t Critical two-tail
2.042272456
1.45
0.68
1.45
1.4
0.83
0.58
17 Airplane 16
18 Airplane 17
19 Airplane 18
20 Airplane 19
21 Airplane 20
1.46
1.96
1.65
1.76
1.88
2.3
1.55
1.63
1.06
1.38
22
23
24
25
26
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