- Arts & Culture 4971
- Books in Foreign Languages 205
- Business & Economics 4686
- Computers 2361
- Dictionaries & Encyclopedias 672
- Education & Science 82302
- Abstracts 1263
- Astrology 13
- Astronomy 13
- Biology 39
- Chemistry 3835
- Coursework 3731
- Culture 32
- Diplomas 2596
- Drawings 1697
- Ecology 31
- Economy 329
- English 1253
- Entomology 2
- Ethics, Aesthetics 29
- For Education Students 23168
- Foreign Languages 122
- Geography 20
- Geology 17
- History 231
- Maps & Atlases 41
- Mathematics 6324
- Musical Literature 5
- Pedagogics 229
- Philosophy 190
- Physics 13085
- Political Science 132
- Practical Work 111
- Psychology 492
- Religion 50
- Russian and culture of speech 103
- School Textbooks 69
- Sexology 67
- Sociology 53
- Summaries, Cribs 763
- Tests 20872
- Textbooks for Colleges and Universities 546
- Theses 189
- To Help Graduate Students 24
- To Help the Entrant 112
- Vetting 357
- Works 58
- Информатика 9

- Engineering 3241
- Esoteric 1136
- Fiction 3200
- For Children 426
- House, Family & Entertainment 2643
- Law 2887
- Medicine 1240
- Newspapers & Magazines 337
- Security 315
- Sport, Tourism 988
- Website Promotion 694

# Car rental companies are interested in the dependence

Refunds: 0

Uploaded:

**14.01.2013**

Content: 30114192952303.rar (49,87 kB)

# Description

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence.

# Additional information

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence. Calculate the sample linear correlation coefficient of Pearson, check its value at a = 0.05. Build a regression equation and give the interpretation of the results.

The task of the theory of probability

Car rental companies are interested in the relationship between the mileage of cars (X) and the cost of monthly maintenance (Y). To clarify the nature of this relationship has been selected 15 cars.

X 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Y 13 16 15 20 19 21 26 24 30 32 30 35 34 40 39

Plot the data and determine the source of his dependence.