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IGNOU MST 13 SOLVED ASSIGNMENT

IGNOU MST 13 SOLVED ASSIGNMENT


IGNOU MST 13 Solved Assignment 2025
Rs. 400
Rs. 205

IGNOU MST 13 SOLVED ASSIGNMENT

Rs. 400
Rs. 205

Last Date of Submission of IGNOU MST-013 (MSCAST) 2025 Assignment is for January 2025 Session: 30th September, 2025 (for December 2025 Term End Exam).
Semester Wise
January 2025 Session:
30th March, 2025 (for June 2025 Term End Exam).
July 2025 Session: 30th September, 2025 (for December 2025 Term End Exam).

Title NameIGNOU MST 13 SOLVED ASSIGNMENT
TypeSoft Copy (E-Assignment) .pdf
UniversityIGNOU
DegreeMASTER DEGREE PROGRAMMES
Course CodeMSCAST
Course NameM.Sc. (Applied Statistics)
Subject CodeMST 13
Subject NameSurvey Sampling and Design of Experiments-I
Year2025
Session
LanguageEnglish Medium
Assignment CodeMST-013/Assignmentt-1//2025
Product DescriptionAssignment of MSCAST (M.Sc. (Applied Statistics)) 2025. Latest MST 013 2025 Solved Assignment Solutions
Last Date of IGNOU Assignment Submission
Last Date of Submission of IGNOU MST-013 (MSCAST) 2025 Assignment is for January 2025 Session: 30th September, 2025 (for December 2025 Term End Exam).
Semester Wise
January 2025 Session:
30th March, 2025 (for June 2025 Term End Exam).
July 2025 Session: 30th September, 2025 (for December 2025 Term End Exam).

Rs. 400
Rs. 205
Questions Included in this Help Book

Ques 1.

State whether the following statements are true or false and also give the reason in support of your answer:

(a) equation

(b) The total number of all possible samples of size 3 without replacement from a population of size 7 is 21.

(c) While analysing the data of a 5 × 5 Latin Square design the d.f. for ESS is equal to 16

(d) In a Two-way Analysis of Variance test with 5 observations per cell having 4 blocks and 4 treatments the degree of freedom for the total variation is 64.

(e) The probability of selection of a sample of n from the population by SRSWOR is 1/ N

Ques 2.

A sample of 100 employees is to be drawn from a population of collages A and B. The population means and population mean squares of their monthly wages are given below:

Village Ni equation equation2
Collage A 400 60 20
Collage B 200 120 80

Draw the samples using Proportional and Neyman allocation techniques and compare. Obtain the sample mean and variances for the Proportional Allocation and SRSWOR for the given information. Then Find the percentage gain in precision of variances of sample mean under the Proportional Allocation over the that of SRSWOR.

Ques 3.

A population consists of 10 villages with a total of 212 households. The second column of the accompanying table shows the number of households corresponding to each village. Select a PPS with replacement sample of 6 villages by using the Cumulative Total method:

Village 1 2 3 4 5 6 7 8 9 10
No. of Households 35 28 20 25 30 19 10 12 18 15

Ques 4.

In a population of size N = 5, the values of the population characteristics are 1, 3, 5, 7, 9, a sample of size 2 is drawn. Verify that equation is an unbiased estimate ofequation and equation is equal to

equation

Ques 5.

In order to compare the mileage yields of 3 kinds of Gasoline, several tests were run, and the following results were obtained:

Gasoline A: 19 21 20 18 21 21
Gasoline B: 23 20 22 20 24 23
Gasoline C: 20 17 21 19 20 17

Carry out the Analysis of Variance test and test whether there is significant differences between the average mileage of 3 kinds of gasoline at 5% level of significance

Ques 6.

A manurial trial with six levels of Farmyard Manure (FYM) was carried out in a randomised block design with 4 replications at the experimental station Junagarh with a new study the rate of decomposition of organic matters in soil and its synthetic capacity in soil on cotton crop. The yield per plot in kg for different levels of FYM and replications is given below:

Cotton Yield Per Plot (in Kg)

Levels of FYM

Replications
I II III IV
1 6.90 4.60 4.40 4.81
2 6.48 5.57 4.28 4.45
3 6.52 7.60 5.30 4.45
4 6.90 6.65 6.75 7.75
5 6.00 6.18 6.50 5.50
6 7.90 7.57 6.80 6.62

Carry out the Analysis of Variance test and draw the conclusions. 

Ques 7.

For the given data the yield of the treatment 2 in 3rd block is missing. Estimate the missing value and analyse the data.

Treatments Blocks
I II III IV
1 105 114 108 109
2 112 113 Y 112
3 106 114 105 109

Ques 8.

he following data is the data pertaining to a feeding trial on sheep. Treatments

A: Grazing only

B: Grazing + Maize Supplements

C: Grazing + Maize + Protein Supplement P1

D: Grazing + Maize + Protein Supplement P2

E: Grazing + Maize + Protein Supplement P3

Layout and Wool Yield (100 gm) is given as:

32(D) 33(E) 30(C) 28(B) 24(A)
51(C) 45(D) 41(A) 45(E) 29(B)
41 (E) 29 (A) 24 (B) 36 (D) 35 (C
38 (B 39(C) 42(E 23(A) 37(D)
38(A 24(B) 21(D) 29(C) 26(E)

Analyse the design with appropriate method and calculate the Critical Difference for the treatment mean yield

Ques 9.

In a class of Statistics, total number of students is 30. Select the linear and circular systematic random samples of 12 students. The age of 30 students is given below:

Age:     22     25        22      21       22        25      24      23     22      21      20     21      22 23     25     23     24     22    24   24     21     20

23       21     22       20      20     21      22    25

Ques 10.

State whether the following statements are true or false and also give the reason in support of your answer:

(a) equation

(b) The total number of all possible samples of size 3 without replacement from a population of size 7 is 21.

(c) While analysing the data of a 5 × 5 Latin Square design the d.f. for ESS is equal to 16

(d) In a Two-way Analysis of Variance test with 5 observations per cell having 4 blocks and 4 treatments the degree of freedom for the total variation is 64.

(e) The probability of selection of a sample of n from the population by SRSWOR is 1/ N

Ques 11.

A sample of 100 employees is to be drawn from a population of collages A and B. The population means and population mean squares of their monthly wages are given below:

Village Ni equation equation2
Collage A 400 60 20
Collage B 200 120 80

Draw the samples using Proportional and Neyman allocation techniques and compare. Obtain the sample mean and variances for the Proportional Allocation and SRSWOR for the given information. Then Find the percentage gain in precision of variances of sample mean under the Proportional Allocation over the that of SRSWOR.

Ques 12.

A population consists of 10 villages with a total of 212 households. The second column of the accompanying table shows the number of households corresponding to each village. Select a PPS with replacement sample of 6 villages by using the Cumulative Total method:

Village 1 2 3 4 5 6 7 8 9 10
No. of Households 35 28 20 25 30 19 10 12 18 15

 

Ques 13.

In a population of size N = 5, the values of the population characteristics are 1, 3, 5, 7, 9, a sample of size 2 is drawn. Verify that equation is an unbiased estimate ofequation and equation is equal to

equation

Ques 14.

In order to compare the mileage yields of 3 kinds of Gasoline, several tests were run, and the following results were obtained:

Gasoline A: 19 21 20 18 21 21
Gasoline B: 23 20 22 20 24 23
Gasoline C: 20 17 21 19 20 17

Carry out the Analysis of Variance test and test whether there is significant differences between the average mileage of 3 kinds of gasoline at 5% level of significance

Ques 15.

A manurial trial with six levels of Farmyard Manure (FYM) was carried out in a randomised block design with 4 replications at the experimental station Junagarh with a new study the rate of decomposition of organic matters in soil and its synthetic capacity in soil on cotton crop. The yield per plot in kg for different levels of FYM and replications is given below:

Cotton Yield Per Plot (in Kg)

Levels of FYM

Replications
I II III IV
1 6.90 4.60 4.40 4.81
2 6.48 5.57 4.28 4.45
3 6.52 7.60 5.30 4.45
4 6.90 6.65 6.75 7.75
5 6.00 6.18 6.50 5.50
6 7.90 7.57 6.80 6.62

Carry out the Analysis of Variance test and draw the conclusions. 

Ques 16.

For the given data the yield of the treatment 2 in 3rd block is missing. Estimate the missing value and analyse the data.

Treatments Blocks
I II III IV
1 105 114 108 109
2 112 113 Y 112
3 106 114 105 109

Ques 17.

The following data is the data pertaining to a feeding trial on sheep. Treatments

A: Grazing only

B: Grazing + Maize Supplements

C: Grazing + Maize + Protein Supplement P1

D: Grazing + Maize + Protein Supplement P2

E: Grazing + Maize + Protein Supplement P3

Layout and Wool Yield (100 gm) is given as:

32(D) 33(E) 30(C) 28(B) 24(A)
51(C) 45(D) 41(A) 45(E) 29(B)
41 (E) 29 (A) 24 (B) 36 (D) 35 (C
38 (B 39(C) 42(E 23(A) 37(D)
38(A 24(B) 21(D) 29(C) 26(E)

Analyse the design with appropriate method and calculate the Critical Difference for the treatment mean yield

Ques 18.

In a class of Statistics, total number of students is 30. Select the linear and circular systematic random samples of 12 students. The age of 30 students is given below:

Age:     22     25        22      21       22        25      24      23     22      21      20     21      22 23     25     23     24     22    24   24     21     20

23       21     22       20      20     21      22    25

Ques 19.

State whether the following statements are true or false and also give the reason in support of your answer:

(a) equation

(b) The total number of all possible samples of size 3 without replacement from a population of size 7 is 21.

(c) While analysing the data of a 5 × 5 Latin Square design the d.f. for ESS is equal to 16

(d) In a Two-way Analysis of Variance test with 5 observations per cell having 4 blocks and 4 treatments the degree of freedom for the total variation is 64.

(e) The probability of selection of a sample of n from the population by SRSWOR is 1/ N

Ques 20.

A sample of 100 employees is to be drawn from a population of collages A and B. The population means and population mean squares of their monthly wages are given below:

Village Ni equation equation2
Collage A 400 60 20
Collage B 200 120 80

Draw the samples using Proportional and Neyman allocation techniques and compare. Obtain the sample mean and variances for the Proportional Allocation and SRSWOR for the given information. Then Find the percentage gain in precision of variances of sample mean under the Proportional Allocation over the that of SRSWOR.

Ques 21.

A population consists of 10 villages with a total of 212 households. The second column of the accompanying table shows the number of households corresponding to each village. Select a PPS with replacement sample of 6 villages by using the Cumulative Total method:

Village 1 2 3 4 5 6 7 8 9 10
No. of Households 35 28 20 25 30 19 10 12 18 15

Ques 22.

In a population of size N = 5, the values of the population characteristics are 1, 3, 5, 7, 9, a sample of size 2 is drawn. Verify that equation is an unbiased estimate ofequation and equation is equal to

equation

Ques 23.

In order to compare the mileage yields of 3 kinds of Gasoline, several tests were run, and the following results were obtained:

Gasoline A: 19 21 20 18 21 21
Gasoline B: 23 20 22 20 24 23
Gasoline C: 20 17 21 19 20 17

Carry out the Analysis of Variance test and test whether there is significant differences between the average mileage of 3 kinds of gasoline at 5% level of significance

Ques 24.

A manurial trial with six levels of Farmyard Manure (FYM) was carried out in a randomised block design with 4 replications at the experimental station Junagarh with a new study the rate of decomposition of organic matters in soil and its synthetic capacity in soil on cotton crop. The yield per plot in kg for different levels of FYM and replications is given below:

Cotton Yield Per Plot (in Kg)

Levels of FYM

Replications
I II III IV
1 6.90 4.60 4.40 4.81
2 6.48 5.57 4.28 4.45
3 6.52 7.60 5.30 4.45
4 6.90 6.65 6.75 7.75
5 6.00 6.18 6.50 5.50
6 7.90 7.57 6.80 6.62

Carry out the Analysis of Variance test and draw the conclusions. 

Ques 25.

For the given data the yield of the treatment 2 in 3rd block is missing. Estimate the missing value and analyse the data.

Treatments Blocks
I II III IV
1 105 114 108 109
2 112 113 Y 112
3 106 114 105 109

Ques 26.

he following data is the data pertaining to a feeding trial on sheep. Treatments

A: Grazing only

B: Grazing + Maize Supplements

C: Grazing + Maize + Protein Supplement P1

D: Grazing + Maize + Protein Supplement P2

E: Grazing + Maize + Protein Supplement P3

Layout and Wool Yield (100 gm) is given as:

32(D) 33(E) 30(C) 28(B) 24(A)
51(C) 45(D) 41(A) 45(E) 29(B)
41 (E) 29 (A) 24 (B) 36 (D) 35 (C
38 (B 39(C) 42(E 23(A) 37(D)
38(A 24(B) 21(D) 29(C) 26(E)

Analyse the design with appropriate method and calculate the Critical Difference for the treatment mean yield

Ques 27.

In a class of Statistics, total number of students is 30. Select the linear and circular systematic random samples of 12 students. The age of 30 students is given below:

Age:     22     25        22      21       22        25      24      23     22      21      20     21      22 23     25     23     24     22    24   24     21     20

23       21     22       20      20     21      22    25

Ques 28.

State whether the following statements are true or false and also give the reason in support of your answer:

(a) equation

(b) The total number of all possible samples of size 3 without replacement from a population of size 7 is 21.

(c) While analysing the data of a 5 × 5 Latin Square design the d.f. for ESS is equal to 16

(d) In a Two-way Analysis of Variance test with 5 observations per cell having 4 blocks and 4 treatments the degree of freedom for the total variation is 64.

(e) The probability of selection of a sample of n from the population by SRSWOR is 1/ N

Ques 29.

A sample of 100 employees is to be drawn from a population of collages A and B. The population means and population mean squares of their monthly wages are given below:

Village Ni equation equation2
Collage A 400 60 20
Collage B 200 120 80

Draw the samples using Proportional and Neyman allocation techniques and compare. Obtain the sample mean and variances for the Proportional Allocation and SRSWOR for the given information. Then Find the percentage gain in precision of variances of sample mean under the Proportional Allocation over the that of SRSWOR.

Ques 30.

A population consists of 10 villages with a total of 212 households. The second column of the accompanying table shows the number of households corresponding to each village. Select a PPS with replacement sample of 6 villages by using the Cumulative Total method:

Village 1 2 3 4 5 6 7 8 9 10
No. of Households 35 28 20 25 30 19 10 12 18 15

 

Ques 31.

In a population of size N = 5, the values of the population characteristics are 1, 3, 5, 7, 9, a sample of size 2 is drawn. Verify that equation is an unbiased estimate ofequation and equation is equal to

equation

Ques 32.

In order to compare the mileage yields of 3 kinds of Gasoline, several tests were run, and the following results were obtained:

Gasoline A: 19 21 20 18 21 21
Gasoline B: 23 20 22 20 24 23
Gasoline C: 20 17 21 19 20 17

Carry out the Analysis of Variance test and test whether there is significant differences between the average mileage of 3 kinds of gasoline at 5% level of significance

Ques 33.

A manurial trial with six levels of Farmyard Manure (FYM) was carried out in a randomised block design with 4 replications at the experimental station Junagarh with a new study the rate of decomposition of organic matters in soil and its synthetic capacity in soil on cotton crop. The yield per plot in kg for different levels of FYM and replications is given below:

Cotton Yield Per Plot (in Kg)

Levels of FYM

Replications
I II III IV
1 6.90 4.60 4.40 4.81
2 6.48 5.57 4.28 4.45
3 6.52 7.60 5.30 4.45
4 6.90 6.65 6.75 7.75
5 6.00 6.18 6.50 5.50
6 7.90 7.57 6.80 6.62

Carry out the Analysis of Variance test and draw the conclusions. 

Ques 34.

For the given data the yield of the treatment 2 in 3rd block is missing. Estimate the missing value and analyse the data.

Treatments Blocks
I II III IV
1 105 114 108 109
2 112 113 Y 112
3 106 114 105 109

Ques 35.

The following data is the data pertaining to a feeding trial on sheep. Treatments

A: Grazing only

B: Grazing + Maize Supplements

C: Grazing + Maize + Protein Supplement P1

D: Grazing + Maize + Protein Supplement P2

E: Grazing + Maize + Protein Supplement P3

Layout and Wool Yield (100 gm) is given as:

32(D) 33(E) 30(C) 28(B) 24(A)
51(C) 45(D) 41(A) 45(E) 29(B)
41 (E) 29 (A) 24 (B) 36 (D) 35 (C
38 (B 39(C) 42(E 23(A) 37(D)
38(A 24(B) 21(D) 29(C) 26(E)

Analyse the design with appropriate method and calculate the Critical Difference for the treatment mean yield

Ques 36.

In a class of Statistics, total number of students is 30. Select the linear and circular systematic random samples of 12 students. The age of 30 students is given below:

Age:     22     25        22      21       22        25      24      23     22      21      20     21      22 23     25     23     24     22    24   24     21     20

23       21     22       20      20     21      22    25

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Rs. 205
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IGNOU MSCAST Assignments Jan - July 2025 - IGNOU University has uploaded its current session Assignment of the MSCAST Programme for the session year 2025. Students of the MSCAST Programme can now download Assignment questions from this page. Candidates have to compulsory download those assignments to get a permit of attending the Term End Exam of the IGNOU MSCAST Programme.

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Course Name M.Sc. (Applied Statistics)
Course Code MSCAST
Programm MASTER DEGREE PROGRAMMES Courses
Language English

 

 

 
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