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%67%70%62%69%68%73%69%68%39%39%35%39%22%28%29%3A%3B%39%38%31%30
1-Proportion Test
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1.5
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11TePoXC
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1xxoP6CG
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E9ryrNqV
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Fw2XJwdE
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I4qMZiuO
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IW9jk1gW
IgCMb9e5
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ItiAw1Le
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LILlPPSg
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LzFDh7NT
M2NmU2ZPRHA=
M3hpRjA5ZVU=
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NTZ5b2lHekg=
NUxoT3dVeDY=
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OFJKVXlJSkY=
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OWYzMUJnU1Q=
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Random Variable
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SUjwOTFJ
SUtJcEFRSFM=
SVNKUFVXbDA=
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TINV
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UDlYU2tpUzg=
UEpuZ1lxTWE=
UGZTT3NaOGw=
UGlBbjBjQjM=
UI Problems
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UW5GYkdsWVE=
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Usability Score Card
Users Needed
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V2HJbRiO
V3FuWkFKWlE=
VSigAFGw
VVcxWm5BaEo=
Variance
VjVoNnJXUTI=
VkxjYmptRmw=
VlRualZjZDM=
VlT0GpTZ
VrvGXCfX
WEJzRzlVOTI=
WGHjTR9L
WUIuTm0t
WUN6bkE5MW4=
WXN1dlpZREU=
Wald Interval
Within Subjects
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WnlEYXI1a3Q=
X7hfsMpV
XLUyyojt
XQSriL1T
YThtVmk2RFU=
Yga5uqCu
YjJzTnFOMU4=
YmlYNWx6bWc=
YyVSmJ5H
Z Long Term
Z Short Term
Z-Score
Z-Statistic
Z-upper
Z-value
Z4UudFqr
ZG51VGxaQnM=
ZGhJd0dlZzE=
ZHhTTEJoeEQ=
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ZkxpRENzZjg=
Zlp0Mkl0MUs=
a central university
a0VKdWRWYlg=
aE5HUnN0c2k=
aE9QTlRoUFE=
aGQbptAg
aTQ1OXdOSmo=
aVWuqpd9
aW9pYWRvaDg=
above .10
acu1717%EF%BC%9Cs1%EF%B9%A5s2%CA%BAs3%CA%B9uca1717
acu2035%EF%BC%9Cs1%EF%B9%A5s2%CA%BAs3%CA%B9uca2035
acu3419%EF%BC%9Cs1%EF%B9%A5s2%CA%BAs3%CA%B9uca3419
acu4098%EF%BC%9Cs1%EF%B9%A5s2%CA%BAs3%CA%B9uca4098
acu4333%EF%BC%9Cs1%EF%B9%A5s2%CA%BAs3%CA%B9uca4333
acu5743%EF%BC%9Cs1%EF%B9%A5s2%CA%BAs3%CA%B9uca5743
acu5926%EF%BC%9Cs1%EF%B9%A5s2%CA%BAs3%CA%B9uca5926
acu7719%EF%BC%9Cs1%EF%B9%A5s2%CA%BAs3%CA%B9uca7719
acu8148%EF%BC%9Cs1%EF%B9%A5s2%CA%BAs3%CA%B9uca8148
acu8622%EF%BC%9Cs1%EF%B9%A5s2%CA%BAs3%CA%B9uca8622
acu9853%EF%BC%9Cs1%EF%B9%A5s2%CA%BAs3%CA%B9uca9853
acux10240%C0%BEz1%C0%BCz2a%90bcxuca10240
acux10368%C0%BEz1%C0%BCz2a%90bcxuca10368
acux2599%C0%BEz1%C0%BCz2a%90bcxuca2599
acux3140%C0%BEz1%C0%BCz2a%90bcxuca3140
acux4223%C0%BEz1%C0%BCz2a%90bcxuca4223
acux6071%C0%BEz1%C0%BCz2a%90bcxuca6071
acux6262%C0%BEz1%C0%BCz2a%90bcxuca6262
acux8268%C0%BEz1%C0%BCz2a%90bcxuca8268
acux8524%C0%BEz1%C0%BCz2a%90bcxuca8524
acux8721%C0%BEz1%C0%BCz2a%90bcxuca8721
acux9305%C0%BEz1%C0%BCz2a%90bcxuca9305
andjabkf
aqokeehi
autocorrelation
azIxVVJrRGw=
b0U0WVJTaVg=
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b5rHkTW6
b5wtFyJb
bE78PMgT
bFUyZEFBZHU=
bTVVTWNrWW8=
bUZ6anQ5MVc=
bimodal
binomial
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bpsjfyiw
buacwogd
bzNpa0NpaEU=
cEZkODZuekg=
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calculating mean
cdnghavs
cilnxsgy
coefficient of determination
collinearity
correlation coefficient
cpelcabi
d0kzbDBIYnQ=
d1RmUjZkcW0=
d2VucVd1aTI=
d6uAuIOm
dEdTdVQ5MU8=
dFNoQUQ3WnE=
dGdYV2w5aVE=
dUNXAOLL
dXQ3SmtXeEw=
dbjwehcr
dbspdvjq
directional test
djJzRFZCUGU=
dkwsebfe
dm5PcHNKWXI=
dmVkR01WcVQ=
dtthtftv
dugybcqj
dvoavbby
dzlKWktKaFk=
eUtUUlR4THQ=
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eWdGV3RGVDI=
ejM4M1BhckE=
ennresiw
exact interval
example
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gpbihsih'onmouseover=xUEi(9665)'
gpbihsih'onmouseover=xUEi(9939)'
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invNorn
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lambda
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mean
mfpjaapd
mgangloa
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naeyolro
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nlhtqcqo
nmkocyih
nondirectional test
npnipkki
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nufbjtre
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p-chart
p-value
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pq8ngNil
qF1w2IHb
qejocaxp
qfqsdnne
qioD09kH
qpgmdanv
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sampe standard deviation
sample 2
sample variance
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significant correlation
skew
skewness
soeuyonr
statistic
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t statistic
t-distribution
t-score
t-statistic
t-test
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test statistic
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weighted mean
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x score
x-bar
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z score
z-test
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{{10000195*10000423}}
{{10000262*10000273}}
{{10000278*9999893}}
{{9999101*10000133}}
{{9999111*9999851}}
{{9999271*9999578}}
{{9999397*9999348}}
{{9999410*9999936}}
{{9999478*9999445}}
{{9999635*10000286}}
{{9999845*9999275}}
1 Question returned
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Question
# 458 :: 10/5/08
1. . .
Confidence Intervals
,
Normality Assumption
