SDVC Analysis October 2011. Relationship between feeding practices and HH income. There is a significant relationship between feeding practices and total.

Slides:



Advertisements
Similar presentations
1 The Social Survey ICBS Nurit Dobrin December 2010.
Advertisements

CHAPTER TWELVE ANALYSING DATA I: QUANTITATIVE DATA ANALYSIS.
David Pieper, Ph.D. STATISTICS David Pieper, Ph.D.
Lecture 28 Categorical variables: –Review of slides from lecture 27 (reprint of lecture 27 categorical variables slides with typos corrected) –Practice.
Correlation and regression Dr. Ghada Abo-Zaid
Chapter 14 Conducting & Reading Research Baumgartner et al Chapter 14 Inferential Data Analysis.
Inferential Statistics  Hypothesis testing (relationship between 2 or more variables)  We want to make inferences from a sample to a population.  A.
Correlation A correlation exists between two variables when one of them is related to the other in some way. A scatterplot is a graph in which the paired.
Social Research Methods
STATISTICS David Pieper, Ph.D.
Complex Design. Two group Designs One independent variable with 2 levels: – IV: color of walls Two levels: white walls vs. baby blue – DV: anxiety White.
Brown, Suter, and Churchill Basic Marketing Research (8 th Edition) © 2014 CENGAGE Learning Basic Marketing Research Customer Insights and Managerial Action.
Statistics Idiots Guide! Dr. Hamda Qotba, B.Med.Sc, M.D, ABCM.
Copyright ©2011 Pearson Education 15-1 Chapter 15 Multiple Regression Model Building Statistics for Managers using Microsoft Excel 6 th Global Edition.
Two-Way Analysis of Variance STAT E-150 Statistical Methods.
Strengthening the Dairy value Chain Project Kakuly Tanvin, SDVC Project Manager, G&T Nurul Amin Siddiquee, SDVC Team Leader Shreyas Sreenath, Fulbright.
Inferential statistics Hypothesis testing. Questions statistics can help us answer Is the mean score (or variance) for a given population different from.
LEARNING PROGRAMME Hypothesis testing Intermediate Training in Quantitative Analysis Bangkok November 2007.
Hypothesis Testing II The Two-Sample Case.
Production environment and husbandry practices Workneh Ayalew ILRI, Addis Ababa 25 February 2003.
Copyright ©2011 Pearson Education, Inc. publishing as Prentice Hall 15-1 Chapter 15 Multiple Regression Model Building Statistics for Managers using Microsoft.
Bivariate Relationships Analyzing two variables at a time, usually the Independent & Dependent Variables Like one variable at a time, this can be done.
SPSS Series 1: ANOVA and Factorial ANOVA
BANGLADESH: THE CHANDPUR IRRIGATION PROJECT. Effects on production and employment patterns in project area How project affects gender division of labor.
Assessment of livestock production and feed resources at Robit Bata, Bahir Dar Zuria Zewdie Wondatir Holetta Research Center.
C. A. Warm Up 1/28/15 SoccerBasketballTotal Boys1812 Girls1614 Total Students were asked which sport they would play if they had to choose. 1)Fill in the.
Agenda Review Association for Nominal/Ordinal Data –  2 Based Measures, PRE measures Introduce Association Measures for I-R data –Regression, Pearson’s.
Learning Objectives Copyright © 2002 South-Western/Thomson Learning Multivariate Data Analysis CHAPTER seventeen.
Warm Up I. Pilots or Senators: Which team has played better? vs. East vs. West vs. East vs. West WINSLOSSES PCT. WINS LOSSES PCT. WINSLOSSES PCT. WINS.
1 Further Maths Chapter 4 Displaying and describing relationships between two variables.
APPLIED PSYCHOLOGY LABORATORY East Tennessee State University Johnson City, Tennessee INTRODUCTION CONTACT:
Effects of Involvement on Students’ Food Choices Cassandra Treweek, Karen Ostenso, University of Wisconsin-Stout Problem: Obesity is a national issue and.
Multivariate Analysis. One-way ANOVA Tests the difference in the means of 2 or more nominal groups Tests the difference in the means of 2 or more nominal.
Choosing the Appropriate Statistics Dr. Erin Devers October 17, 2012.
Tadele Tolosa1, Mulugeta Tefera1, Yosef Deneke1, Abebaw Gashaw1,
ANOVA and Linear Regression ScWk 242 – Week 13 Slides.
2 Most Marginalized Women EP people in Rural Areas People & comms affected by disaster & environmental change Most marginalized in urban areas CARE Bangladesh.
Correlation Analysis. Correlation Analysis: Introduction Management questions frequently revolve around the study of relationships between two or more.
Attitudes Towards Women in the Workforce.  Females have more positive attitudes towards women working than do men.
MGT-491 QUANTITATIVE ANALYSIS AND RESEARCH FOR MANAGEMENT OSMAN BIN SAIF Session 26.
C M Clarke-Hill1 Analysing Quantitative Data Forming the Hypothesis Inferential Methods - an overview Research Methods.
Chapter-8 Chi-square test. Ⅰ The mathematical properties of chi-square distribution  Types of chi-square tests  Chi-square test  Chi-square distribution.
Marion Hughes Sociology 391 Spring Q. 110: How many days out of the past 30 have you used marijuana?  0  1-5  6-10    21+ Recoded.
Inferential Statistics. The Logic of Inferential Statistics Makes inferences about a population from a sample Makes inferences about a population from.
Commonly Used Statistics in the Social Sciences Chi-square Correlation Multiple Regression T-tests ANOVAs.
Correlation The apparent relation between two variables.
Business Statistics for Managerial Decision Farideh Dehkordi-Vakil.
Determinants of Changing Behaviors of NERICA Adoption: An Analysis of Panel Data from Uganda Yoko Kijima (University of Tsukuba) Keijiro Otsuka (FASID)
APPLIED DATA ANALYSIS IN CRIMINAL JUSTICE CJ 525 MONMOUTH UNIVERSITY Juan P. Rodriguez.
Simple Linear Regression The Coefficients of Correlation and Determination Two Quantitative Variables x variable – independent variable or explanatory.
PART 2 SPSS (the Statistical Package for the Social Sciences)
Chapter 8 Relationships Among Variables. Outline What correlational research investigates Understanding the nature of correlation What the coefficient.
The Effect of Social Media Use on Narcissistic Behavior By Mariel Meskunas.
Correlation Coefficients of Religious Orientation & Psychological Well-Being Participants 118 male and 381 female undergraduate students at Eastern Kentucky.
1 Chapter 20 Model Building Introduction Regression analysis is one of the most commonly used techniques in statistics. It is considered powerful.
Choosing and using your statistic. Steps of hypothesis testing 1. Establish the null hypothesis, H 0. 2.Establish the alternate hypothesis: H 1. 3.Decide.
Scatterplots & Correlations Chapter 4. What we are going to cover Explanatory (Independent) and Response (Dependent) variables Displaying relationships.
Appendix I A Refresher on some Statistical Terms and Tests.
Copyright © 2009 Pearson Education, Inc.
The Dairy Research Foundation 2017 Symposium Ian Halliday July 2017
Multiple Regression.
Dr. Siti Nor Binti Yaacob
Lecture 4 Statistical analysis
Visualizing Women Status: Developed vs. Developing Worlds
Suppose the maximum number of hours of study among students in your sample is 6. If you used the equation to predict the test score of a student who studied.
Between-Subjects Factorial Design
Chapter 2 Looking at Data— Relationships
David Pieper, Ph.D. STATISTICS David Pieper, Ph.D.
How do we make our money? Economic Geography How do we make our money?
Chapter 2 Looking at Data— Relationships
Presentation transcript:

SDVC Analysis October 2011

Relationship between feeding practices and HH income. There is a significant relationship between feeding practices and total HH income from dairy. F(16)=576.98, p< This relationship has been modeled using a linear mixed-effects model which controls for phase, year, size of herd, and includes random effects for learning group.

Changes in feeding practices over time Monthly average in Kg used by households at each time point. June-09October-09March-10August-10January-11August-11 Rice Bran Wheat Bran Pulse Husk Broken Rice Molasses MOC

The effects of deworming practices on HH income Households that deworm their cattle have significantly higher total HH income from dairy. F(1)=10.52, p=.001. This relationship has been modeled using a linear mixed-effects model which controls for both deworming and vaccination practices, phase, year, size of herd, and includes random effects for learning group.

The effects of vaccination practices on HH income Households that vaccinate their cattle have significantly higher total HH income from dairy. F(1)=10.52, p= This relationship has been modeled using a linear mixed-effects model which controls for both deworming and vaccination practices, phase, year, size of herd, and includes random effects for learning group.

The effects of AI practices on HH income Households that artificially inseminate their cattle have significantly higher total HH income from dairy. F(1)=17.88, p< This relationship has been modeled using a linear mixed-effects model which controls for phase, year, size of herd, and includes random effects for learning group.

The effects of learning group gender composition on HH income Households that have female farm leaders and groups that are all women have significantly higher total HH income from dairy. F(13)=1108.9, p< This relationship has been modeled using a linear mixed-effects model which controls for phase, year, size of herd, and includes random effects for learning group. Expected Income depending on gender of FL Expected Income depending on gender mix of group

The effects of market linkage on HH income Households market linkage significantly affects total HH income from dairy. F(8)=45.84, p< This relationship has been modeled using a linear mixed-effects model which controls for phase, year, size of herd, and includes random effects for learning group.

The effects of gender and market linkage on HH income The gender of the main FL interacts with HH market linkage to significantly affect total HH income from dairy. F(8)=2.44, p<.01.. This relationship has been modeled using a linear mixed-effects model which controls for phase, year, size of herd, and includes random effects for learning group. Female Main Farm Leaders Male Main Farm Leaders

The effects of the group milk collector on HH income Households that choose their own milk collector have significantly higher total HH income from dairy. F(9)=8.87, p< This relationship has been modeled using a Linear mixed-effects model which controls for phase, year, size of herd, and includes random effects for learning group.

The effects of the group milk collector on HH income Households that choose their own milk collector have significantly higher total HH income from dairy. The level of satisfaction with the chosen collector also significantly affect total HH income from dairy. F(9)=8.87, p< This relationship has been modeled using a Linear mixed-effects model which controls for phase, year, size of herd, and includes random effects for learning group.

Relative influence of gender, AI, feeding practices and market linkage on HH income from dairy

This is based on a complex multivariate linear mixed-effects model that controls for time, phase, learning group and all of the variables of interest simultaneously. This chart shows the expected level of income for a HH that is excellent in all other areas. This illustrates the relative influence of the combination of variables. The order of relative importance on the HH income Feed Practices(F(3),21.29, p<.0001) Market Linkage (F(6), 63.46,p<.0001) Vet Practices(F(2),12.67, p=.0004) AI Practices (F(1),31.51, p<.00001) Sex (F(1), 37.68,p=.00013)

Influence of gender and market linkage on milk collector income Milk collectors income is significantly related to the gender of the collector and the type of market linkage. F(9)=8.87, p< This relationship has been modeled using a Linear mixed-effects model which controls for phase, year, geographic region, and includes random effects for learning group.

Influence of gender and WBA on livestock health worker income LHW income is significantly related to the gender of the collector and the type of market linkage. F(7)=9.63, p< This relationship has been modeled using a Linear mixed-effects model which controls for phase, year, geographic region, and includes random effects for learning group.

Influence of Upazila on HH total monthly income from dairy The level of geography that seems to be most related to predicting HH total monthly income from dairy Is Upazila. F(23)= , p< This relationship has been modeled using a Linear mixed-effects model which controls for phase, year, geographic region, and includes random effects for learning group.

There is a very strong link between HH access to AI and AI uptake As access to AI increases, the probability of the HH using AI increases, p<.0001

There is a very strong link between HH total knowledge score and milk price per litre. As the total knowledge score increases, the predicted milk price increases, p<.0001

There is a link between HH initial knowledge score and how the knowledge score over time affects milk price per litre. There seems to be an interaction effect between the initial knowledge score and the effects of increasing the knowledge score over time. The four different colored lines indicate groups labelled according to their initial knowledge score,

There is a very strong link between the total knowledge score and the probability of getting cattle vaccinated. As the knowledge score increases, the probability of the HH getting the cattle vaccinated increases, p<.0001

Relationship between women owning cattle and women’s total knowledge score There is a significant relationship between the gender of who owns the cattle and women’s knowledge score. The Pearson correlation is.241, p<.01. And the one-way ANOVA F=486.74, p<.001

Relationship between women owning cattle and decisions to sell cattle There is a significant relationship between the gender of who owns the cattle and who makes the decision to sell cattle. The Pearson correlation is.46, p<.01. Cramer’s V (.464), p<.0001.

Relationship between women owning cattle and permission to attend group and distance meetings There is a significant relationship between women owning cattle and needing permission to attend both group meetings and distant meetings. The Pearson correlation for attending group meetings is.65, p<.01. Chi-square (4) = 7031, p< The Pearson correlation for attending distant meetings is.68, p<.001, Chi-square (4) = 7095, p<.0001.

Relationship between HH owning cross-breed cattle and permission to attend group meetings There is not a significant relationship between HH owning cattle and needing permission to attend group meetings. The Pearson correlation for attending group meetings is.1, p<.3

Relationship between HH owning cross-breed cattle and permission to attend distant meetings There is not a significant relationship between HH owning cattle and needing permission to attend distant meetings. The Pearson correlation for attending group meetings is.08, p=.11.

Relationship between women owning cattle, HH owning cross-breed cattle and permission to attend group meetings There is a significant relationship between the interaction of whether not women own cattle, HH who own cross-breed cattle and whether or not women need permission to attend meetings. This plot shows the percentage of women who say they do need permission to attend meetings.