First of all we need to calculate mean anel Standard deviation. X: 235, 205 449 ! Ex = S27 9 X2: 55225,42025 20 1 Go I 1 Ex2= 1538 S67 mean(ãe) = 22 5279 %3D = 175.9667 30 sd = (153es67- 30-1 30 Sd = 144 At d=0.0s , Hhe coltical value df = 30-1 = 29, caitical value l=.04s when dt =n- CI = te x

MATLAB: An Introduction with Applications
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If someone were to ask what the conclusion means in this particular study, what would you say?

First of all we neued to calculate mean anel
Standard deviation.
X: 235, 205
Ex = S279
449
X2: 55225,42025
201G0 I Ex² = 1538567
5279
mean(ãe) =
in
= 175.9667
%3D
30
sd =
(1538567-
n-s
30
Sd = 144
2= 0.05
,the colltical value
when df=n-
caitical valu dc=.045
df =30-1 = 29,
CI =
te x in
144.98
175.967 + 2.04S X
CI = (121.· 827,230.107)
121.82 <uc 230.107
Transcribed Image Text:First of all we neued to calculate mean anel Standard deviation. X: 235, 205 Ex = S279 449 X2: 55225,42025 201G0 I Ex² = 1538567 5279 mean(ãe) = in = 175.9667 %3D 30 sd = (1538567- n-s 30 Sd = 144 2= 0.05 ,the colltical value when df=n- caitical valu dc=.045 df =30-1 = 29, CI = te x in 144.98 175.967 + 2.04S X CI = (121.· 827,230.107) 121.82 <uc 230.107
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