i. construct a 95% confidence interval for the mean thickness of oxidation when temperature is 2 units. ii. constrtuct a 95% prediction interval for the thickness of oxidation when temperature is 2 units.

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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x (temperature) y (oxidation)
-2 4
-1 2
0 2
1 1
2 1

i. construct a 95% confidence interval for the mean thickness of oxidation when temperature is 2 units.

ii. constrtuct a 95% prediction interval for the thickness of oxidation when temperature is 2 units.

SUISV 203 2900 16nw bn6 Insibilisoo noitslemoo a no2169" to sui6V 903 21 36!
Yi
Xi
Yi - y
x₁ - x
(yi - y)²
-2
2
-2
4
-1
a
4
2
2
1
y = 2
-1
Q
1
2
x = O
O
21
O
I
2
ol
OO
Q
1
SINT
Syy = 6
Pre
-
(x₁ - x)² (Xi – x)(Vi - 5)
SyunGup
if
-4
J
VOGNETE
1
2 49
(0
Sxx
=
Sxy=
-1
- 2
-7
Transcribed Image Text:SUISV 203 2900 16nw bn6 Insibilisoo noitslemoo a no2169" to sui6V 903 21 36! Yi Xi Yi - y x₁ - x (yi - y)² -2 2 -2 4 -1 a 4 2 2 1 y = 2 -1 Q 1 2 x = O O 21 O I 2 ol OO Q 1 SINT Syy = 6 Pre - (x₁ - x)² (Xi – x)(Vi - 5) SyunGup if -4 J VOGNETE 1 2 49 (0 Sxx = Sxy= -1 - 2 -7
Expert Solution
Step 1: Given Information

Given data is:

x (temperature)y (oxidation)
-24
-12
02
11
21

The objective is to construct a 95% confidence interval for the mean thickness of oxidation when temperature is 2 units and also construct a 95% prediction interval for the thickness of oxidation when temperature is 2 units.


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