Friday 26 November 2021

Fitting of Geometric Distribution - 2

 

Practical Exercise -8

Fitting of Geometric Distribution

 (Recurrence relation method)

 

1.     Fit the Geometric distribution to the following data by recurrence relation for probabilities method

x

0

1

2

3

4

5

6

f

460

140

45

25

18

10

2

 

 

2.     Fit a Geometric distribution to the following data by recurrence relation method

X

0

1

2

3

4

5

f

201

70

41

20

7

1

 




Fitting of Geometric Distribution -1

 

Practical Exercise -7

Fitting of Geometric Distribution

 (Direct Method)

 

1.     Fit the Geometric distribution to the following data by direct method

x

0

1

2

3

4

5

6

f

120

48

20

7

3

1

1

 

 

2.     Fit a Geometric distribution to the following data by direct method

X

0

1

2

3

4

5

f

201

70

41

20

7

1

 

 

3.     The following distribution relates to the number of accidents to 650 women working on highly explosive shells during 5-week period.

No.of accidents

0

1

2

3

4

5

frequency

450

132

41

22

3

2

Fit a Geometric distribution by direct method






Sunday 7 November 2021

Latin Square Design (LSD)

 


LATIN SQUARE DESIGN

 

1. Analyse the following Latin Square Design

A

12

C

19

B

10

D

8

C

18

B

12

D

6

A

7

B

22

D

10

A

5

C

21

D

12

A

7

C

27

B

17

 

2. Analyse the Latin Square Design experimental data and also fine the efficiency of this design relative to CRD and RBD

D

29.1

B

18.9

C

29.4

A

5.7

C

16.4

A

10.2

D

21.2

B

19.1

A

12.3

D

38.4

B

24

C

37

B

24.9

C

41.7

A

9.5

D

28.9

 

 3. The following are the results of LSD on the effects of 5 manual treatments A, B, C, D and E on the yield of sugarcane test whether the treatments are equally effective. Estimate the missing value and analyse.

405

B

 

525

A

463

E

441

D

481

C

 

325

C

445

D

429

B

513

A

493

E

 

471

E

492

B

472

A

381

C

?

D

 

430

D

469

E

432

C

467

B

460

A

 

552

A

431

C

425

D

572

E

451

B


4. The layout given in adjoining table represents a Latin Square Experiment with 4 blocks and 4 treatments a, b, c and d each one is replicated 4 times, in which one observation is missing value and analyse the design.

120

a

112

b

110

c

100

d

115

b

118

a

102

d

105

c

122

c

 *

d

121

a

100

b

110

d

115

c

120

b

130

a


 

Fitting of Exponential Distribution

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