Estimate the standard errors of the intercept and slope se B0 = ? (3 decimal places) se B1 = ? (3 decimal places) Test the hypothesis Ho: B0 = 0 versus H1: B0 not equal to 0 using a = 0.01 to = ? (3 decimal places) Test the hhpothesis Ho: Bo = 2500 versus H1 : B0 > 2500 using a 0.025 to = (3 decimal places)
Estimate the standard errors of the intercept and slope se B0 = ? (3 decimal places) se B1 = ? (3 decimal places) Test the hypothesis Ho: B0 = 0 versus H1: B0 not equal to 0 using a = 0.01 to = ? (3 decimal places) Test the hhpothesis Ho: Bo = 2500 versus H1 : B0 > 2500 using a 0.025 to = (3 decimal places)
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
Estimate the standard errors of the intercept and slope
se B0 = ? (3 decimal places)
se B1 = ? (3 decimal places)
Test the hypothesis Ho: B0 = 0 versus H1: B0 not equal to 0 using a = 0.01
to = ? (3 decimal places)
Test the hhpothesis Ho: Bo = 2500 versus H1 : B0 > 2500 using a 0.025
to = (3 decimal places)
![ODS. INO.
Jtrengtm psi) y
Age (weekKS) X
ODS. NO.
Jrengun (psi) y
Age (weekS) X
1
2171.00
15.50
11
2153.20
12.75
1,678.15
23.75
12
2,399.55
3.75
3
2,316.00
8.00
13
1,779.80
25.00
4
2,061.30
17.00
14
2,336.75
9.75
2,207.50
5.00
15
1,765.30
22.0
1,708.30
19.00
16
2,053.50
18.00
1,784.70
24.00
17
2,414.40
6.00
7
2.50
18
2,200.50
12.50
8
2,575.00
7.50
19
2,654.20
2.00
9
2,357.90
1,753.70
21.50
10
2,277.70
11.00
20](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F32b87262-577d-490d-bfb3-b8c58f84a7ed%2Ff5f29f08-063b-43e0-9e18-598223f3b965%2Forar6qq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:ODS. INO.
Jtrengtm psi) y
Age (weekKS) X
ODS. NO.
Jrengun (psi) y
Age (weekS) X
1
2171.00
15.50
11
2153.20
12.75
1,678.15
23.75
12
2,399.55
3.75
3
2,316.00
8.00
13
1,779.80
25.00
4
2,061.30
17.00
14
2,336.75
9.75
2,207.50
5.00
15
1,765.30
22.0
1,708.30
19.00
16
2,053.50
18.00
1,784.70
24.00
17
2,414.40
6.00
7
2.50
18
2,200.50
12.50
8
2,575.00
7.50
19
2,654.20
2.00
9
2,357.90
1,753.70
21.50
10
2,277.70
11.00
20
![A rocket motor is manufactured by bonding together two types of propellants, an igniter and a sustainer. The shear strength of the
bond y is thought to be a linear function of the age of the propellant x when the motor is cast. Twenty observations are shown in the
following table.
Obs. No. Strength (psi) y Age (weeks) x
Obs. No. Strength (psi) y Age (weeks) x
1
2171.00
15.50
11
2153.20
12.75
1,678.15
23.75
12
2,399.55
3.75
2,316.00
8.00
13
1,779.80
25.00
4
2,061.30
17.00
14
2,336.75
9.75
2,207.50
5.00
15
1,765.30
22.0
1,708.30
19.00
16
2,053.50
18.00
6
17
2,414.40
6.00
1,784.70
24.00
2.50
18
2,200.50
12.50
2,575.00
19
2,654.20
2.00
2,357.90
7.50
9:36 AM
09.May-22](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F32b87262-577d-490d-bfb3-b8c58f84a7ed%2Ff5f29f08-063b-43e0-9e18-598223f3b965%2F86pzjxq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A rocket motor is manufactured by bonding together two types of propellants, an igniter and a sustainer. The shear strength of the
bond y is thought to be a linear function of the age of the propellant x when the motor is cast. Twenty observations are shown in the
following table.
Obs. No. Strength (psi) y Age (weeks) x
Obs. No. Strength (psi) y Age (weeks) x
1
2171.00
15.50
11
2153.20
12.75
1,678.15
23.75
12
2,399.55
3.75
2,316.00
8.00
13
1,779.80
25.00
4
2,061.30
17.00
14
2,336.75
9.75
2,207.50
5.00
15
1,765.30
22.0
1,708.30
19.00
16
2,053.50
18.00
6
17
2,414.40
6.00
1,784.70
24.00
2.50
18
2,200.50
12.50
2,575.00
19
2,654.20
2.00
2,357.90
7.50
9:36 AM
09.May-22
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