2. Defective parts produced by machine 1 and machine 2 using manual and automatic loading of parts is shown in the table: Machine Machine 1 (M1) Machine 2 (M2) A. Calculate M1. YM2. Y.ML. VAL., and y... Trial 1 Trial 2 a. Source Trial 1 Trial 2 B. Table gives the Sum of squares and degrees of freedom Machine Loading Analysis of Variance Table Machine * Loading Error Total Loading Type Manual Loading (ML) 30 35 18 24 b. C. For each variation source d. P values C. Which factors have significant effect of number of defectives? Fill the table with degrees of freedom for machine, loading, machine-loading interaction Calculate the F values DF SS 180.500 8.000 51.000 239.500 Auto Part loading (AL) 28 33 21 25 MS 180.500 8.000 12.750 F-Value P-Value
2. Defective parts produced by machine 1 and machine 2 using manual and automatic loading of parts is shown in the table: Machine Machine 1 (M1) Machine 2 (M2) A. Calculate M1. YM2. Y.ML. VAL., and y... Trial 1 Trial 2 a. Source Trial 1 Trial 2 B. Table gives the Sum of squares and degrees of freedom Machine Loading Analysis of Variance Table Machine * Loading Error Total Loading Type Manual Loading (ML) 30 35 18 24 b. C. For each variation source d. P values C. Which factors have significant effect of number of defectives? Fill the table with degrees of freedom for machine, loading, machine-loading interaction Calculate the F values DF SS 180.500 8.000 51.000 239.500 Auto Part loading (AL) 28 33 21 25 MS 180.500 8.000 12.750 F-Value P-Value
MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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![**Transcription for Educational Website**
---
**Title: Analysis of Defective Parts Production**
**Section 1: Data Overview**
- **Problem Statement:**
- Defective parts produced by machine 1 and machine 2 using manual and automatic loading of parts are shown in the table below.
- **Data Table:**
| Machine | Loading Type | | |
|--------------|--------------------|----------|----------|
| | Manual Loading (ML)| | Auto Loading (AL) |
| | Trial 1 | Trial 2 | Trial 1 | Trial 2 |
| Machine 1 (M1)| 30 | 35 | 28 | 33 |
| Machine 2 (M2)| 18 | 24 | 21 | 25 |
**Section 2: Calculations Required**
A. Calculate the following averages:
- \( \bar{Y}_{M1\cdot} \)
- \( \bar{Y}_{M2\cdot} \)
- \( \bar{Y}_{ML\cdot} \)
- \( \bar{Y}_{AL\cdot} \)
- \( \bar{Y}_{\cdot\cdot} \)
B. Use the provided Analysis of Variance (ANOVA) table:
1. Fill in the degrees of freedom for machine, loading, and machine-loading interaction.
2. Calculate the F values for each source of variation.
3. Determine the p-values for each source.
4. Analyze which factors significantly affect the number of defectives.
**Section 3: Analysis of Variance Table**
| Source | DF | SS | MS | F-Value | P-Value |
|-----------------|-----|--------|--------|---------|---------|
| Machine | | 180.500| 180.500| | |
| Loading | | 8.000 | 8.000 | | |
| Machine*Loading | | | | | |
| Error | | 51.000 | 12.750 | | |
| Total | | 239.500| | | |
**Section 4: Questions to Explore**
C. Which factors have a significant](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcf2f3e5a-ae59-4341-a7a6-f66c3591ff21%2F6ac074a3-c7c3-4074-a437-32e19ce1a1e6%2F4rosqd_processed.png&w=3840&q=75)
Transcribed Image Text:**Transcription for Educational Website**
---
**Title: Analysis of Defective Parts Production**
**Section 1: Data Overview**
- **Problem Statement:**
- Defective parts produced by machine 1 and machine 2 using manual and automatic loading of parts are shown in the table below.
- **Data Table:**
| Machine | Loading Type | | |
|--------------|--------------------|----------|----------|
| | Manual Loading (ML)| | Auto Loading (AL) |
| | Trial 1 | Trial 2 | Trial 1 | Trial 2 |
| Machine 1 (M1)| 30 | 35 | 28 | 33 |
| Machine 2 (M2)| 18 | 24 | 21 | 25 |
**Section 2: Calculations Required**
A. Calculate the following averages:
- \( \bar{Y}_{M1\cdot} \)
- \( \bar{Y}_{M2\cdot} \)
- \( \bar{Y}_{ML\cdot} \)
- \( \bar{Y}_{AL\cdot} \)
- \( \bar{Y}_{\cdot\cdot} \)
B. Use the provided Analysis of Variance (ANOVA) table:
1. Fill in the degrees of freedom for machine, loading, and machine-loading interaction.
2. Calculate the F values for each source of variation.
3. Determine the p-values for each source.
4. Analyze which factors significantly affect the number of defectives.
**Section 3: Analysis of Variance Table**
| Source | DF | SS | MS | F-Value | P-Value |
|-----------------|-----|--------|--------|---------|---------|
| Machine | | 180.500| 180.500| | |
| Loading | | 8.000 | 8.000 | | |
| Machine*Loading | | | | | |
| Error | | 51.000 | 12.750 | | |
| Total | | 239.500| | | |
**Section 4: Questions to Explore**
C. Which factors have a significant
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