from given x = 2xi n data, - a a-3 0.23222 8² = {(x-x)² ny 2 = ie-S= 0.3119871 -1 Given, da 0.05, n=18 At level of 0.05 we reject Ho: M=0 009733595 (a-2 @-2 Test statistics, significance if t < tint or if t > tint t> to 1975, 17 t> 2.110 X-llo 5/55 T = -3.158 t< to.025, 17 t<-2110 -0.23222-0 0.3119871/√18 Evalue 2 P(T <-3.158 = 2* (0.00 2872117 = 0.0057 Here, ::: We reject Ho R-value
from given x = 2xi n data, - a a-3 0.23222 8² = {(x-x)² ny 2 = ie-S= 0.3119871 -1 Given, da 0.05, n=18 At level of 0.05 we reject Ho: M=0 009733595 (a-2 @-2 Test statistics, significance if t < tint or if t > tint t> to 1975, 17 t> 2.110 X-llo 5/55 T = -3.158 t< to.025, 17 t<-2110 -0.23222-0 0.3119871/√18 Evalue 2 P(T <-3.158 = 2* (0.00 2872117 = 0.0057 Here, ::: We reject Ho R-value
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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
Transcribed Image Text:From given
x = 2x₁
n
a-2
data,
KYUDOWL
=
a
-0.23222
(x-x)²
ny
ie- S= 0.3119871
-1 Given, da 0.05, n=18
At
lenel of 0.05
we reject Ho: M=o
0.09733595
Test statistics,
significance
if t < tint
or if t > tint
t> to 1975, 17
t> 2.110
=
ملل-7
5/55
t< t0,025, 17
t<-2.110
-0.23222-0
0.3119871/√18
= -3.158
a-3) Evalue = 2 + P(T <-3.158)
= 2* (0.00 2872117)
= 0.0057
Here,
P-value <a
:. We reject Ho, Holl=0
The
p-value less than level of significanc
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