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DATA PROCESSING AND ANALYSIS

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(1)

TEMU XIII

DATA

PROCESSING

AND

(2)

The data, after collection, has to be processed and analyzed in according with the outline laid down for the

purpose at the time of developing the research plan.

This is essential for a scientifc study and for ensuring that we have all

relevant data for making contemplated comparisons and analysis.

Technically speaking, processing

implies editing, coding, classifcation

(3)

The term analysis refers to the

computation of certain measures

along with searching for patterns of relationship that exist among data-groups. Thus, ‘in the process of

analysis, relationships or diferences supporting or conficting with original or new hypotheses should be

subjected to statistical tests of

signifcance to determine with validity data can be said to indicate any

(4)

PROCESSING

OPERATIONS

1. Editing is a process of examining the collected raw data to detect

errors and omissions and to correct these when possible. ‘E’ involves a careful scrutiny of the completed

(5)

Field editing consists in the review of the reporting forms by the investigator for completing what the latter has

written in abbreviated and/or in

(6)

2. Coding process of assigning numerical or other symbols to

answers to that responses can be put into a limited number of

categories and classes. Such classes should be appropriate to the

research problem under

consideration. They must also process the characteristic of

exhaustiveness and also that of

mutual exclusively which means that a specifc answer can be placed in

one and only one cell in a given category set. Another rule to be

(7)

Coding is necessary for efcient

analysis and through it the several replies may be reduced to a small

number of classes which contain the critical information required for

analysis. This makes it possible to

precode the questionnaire choices and which in turn is helpful for computer

tabulation as one can straight forward key punch from the original

questionnaires.

What ever method is adopted, one should see that coding errors are

(8)

3. Classifcation: Most research studies result in a large volume of raw data which must be reduced into

homogenous groups if we are to get meaningful relationships. This fact necessitates classifcation of data which happens to be the process of arranging data in groups or classes on the basis of common

characteristics. Data having a

common characteristic are place in one class and in this way the entire data get divided into a number of

groups or classes. Classifcation can be done one of the following two

(9)

a. Classifcation according to

attribute

Data are classifed on the basis of common characteristics which can be either be descriptive (such as literacy, sex, honesty, etc.) or numerical (such as weight, height, income etc.). Descriptive

characteristics refer to qualitative phenomenon which cannot be

measured quantitatively; only their presence or absence in an individual item can be noticed. Data obtained this way on the basis of certain

(10)

Such classifcation can be simple classifcation or manifold

classifcation. In simple classifcation we consider only one attribute and divide the universe into two classes – one class consisting of items

possessing the given attribute and the other class consisting of items which do not possess the given attribute.

Whenever data are classifed

according to attributes, the researcher must see that the attributes are

defned in such a manner that there is least possibility of any

(11)

b. Classifcation according to

class-intervals. Unlike descriptive characteristics, the numerical

characteristics refer to quantitative phenomenon which can be measured through some statistical units. Data relating to income, production, age,

weight, etc. come under this category. Such data are known as statistics of

variables and are classifed on the

basis of class interval. In this way the entire data may be divided into a

(12)

Classifcation according to class

intervals usually involves the following: a. How many classes should be there?

What should be their magnitudes? Some statisticians adopt formula

suggested by Sturges, determining the size of class interval:

I = R/(1 + 3.3 log N)

I = size of class interval

R = Range (i.e. the diference max & min values)

(13)

b. How to choose class limits? While

choosing class limits, the researcher must take into

consideration the criterion that

mid-point o a class interval and the actual lower limit of a class and

then divide this sum by 2 of a class interval and the actual average

(14)

c. How to determine the frequency of

each class? This can be done either by tally sheets or by mechanical aids. Under the technique of tally sheet,

(15)

4. Tabulation When a mass of data

has been assembled, it becomes necessary for the researcher to arrange the same in some kind of concise and logical order. Tis

procedure is referred to as

tabulation. Thus, tabulation is the process of summarizing raw data and displaying the same in

compact form for further analysis. In a broader sense, tabulation is an orderly arrangement of data in

(16)

Tabulation

is essential because of the following reasons:

a. It conserves space and reduce

explanatory and descriptive statement to a minimum;

b. It facilitates the process of comparison;

c. It facilitates the summation of items and the detection of errors and

omissions;

(17)

ELEMENTS/TYPES OF

ANALYYSIS

By analysis we mean the computation of certain indices or measures along with searching for patterns of relation that exist among data group. Analysis

involves estimating the values of

unknown parameters of the population and testing hypothesis for drawing

inference.

(18)

Descriptive Analysis is largely the study of distributions of one variable. This will provide us with profles of sample on any of multiple of characteristics such as

size. We work out various measures that shows the size and shape of a

distribution(s) along with the study

measuring relationships between two or more variables.

We may as well talk of correlation analysis and causal analysis.

(19)

Causal analysis is concerned with the study of how one or more variables afect changes in another variables. This analysis can be term as

regression analysis.

Causal analysis is considered relatively more important in experimental

research, whereas in most social and business researches our interest lies in understanding and controlling

relationships between variables then with determining causes per se and as such we consider correlation analysis as relatively more important.

With the availability of computer facilities, there has been a rapid

(20)

Inferential analysis is concerned with the various tests of signifcance for testing hypothesis in order to

determine with what validity data can be said to indicate some

conclusion(s). It is also concerned with the estimation of population values. It is mainly on the basis of inferential

analysis that the task of

interpretation (i.g., the task of

(21)

STATISTICS IN RESEARCH

The role of statistics in research is to function as a tool in designing

research, analyzing its data and

drawing conclusions therefrom. Most research studies result in a large

volume of raw data which must be

suitably reduced so that the same can be read easily and can be used for

further analysis.

Clearly the science of statistics cannot be ignored by any research worker,

(22)

SUGGESTIO

NS TO USE

STATISTICA

(23)
(24)
(25)

DATA

(26)

DATA

CALCULATION

NOMINAL

(27)

NOMINAL

(INDIFFERENCE)

SEX TIME DAY

(28)

DATA

CALCULATION

NOMINAL

(INDIFFERENCE)

ORDINAL

(29)

ORDINAL

(ORDER)

YES – NO

EXTREMELY LIKE- LIKE - DISLIKE

VERY DELICIOUS - DELICIOUS – NOT DELICIOUS

(30)

DATA

CALCULATION

NOMINAL

(INDIFFERENCE)

ORDINAL

(31)

DATA

CALCULATION

NOMINAL

(INDIFFERENCE)

ORDINAL

(ORDER)

(32)

MEASUREMENT

INTERVAL NO ABSOLUTE

(33)

MEASUREMENT

INTERVAL NO ABSOLUTE

(TEMPERTURE, PERCEPTION)

RASIO ABSOLUTE(WEIGHT,

(34)

DATA

CALCULATION

NOMINAL

(INDIFFERENCE)

ORDINAL

(ORDER)

UKUR

NOT ABSOLUTE (TEMPERATURE, PERCEPTION) ABSOLUTE

(35)

HOW TO EMPLOY A STATISTICAL TEST

START

START

(36)

START

TYPE OF DATA

NOMINAL / ORDINAL

?

(37)

START

TYPE OF DATA

TYPE OF DATA STATISTICSNON-PARAMETRIC

STATISTICS

NON-PARAMETRIC

(38)

START

TYPE OF DATA

TYPE OF DATA STATISTICSNON-PARAMETRIC

STATISTICS

NON-PARAMETRIC

NOMINAL / ORDINAL

(39)

START

TYPE OF DATA

TYPE OF DATA STATISTICSNON-PARAMETRIC

STATISTICS

NON-PARAMETRIC

NOMINAL / ORDINAL

INTERVAL / RASIO ?

(40)

START

TYPE OF DATA

TYPE OF DATA STATISTICSNON-PARAMETRIC

STATISTICS

NON-PARAMETRIC

NOMINAL / ORDINAL

INTERVAL / RASIO ?

DISTRIBUTION OF DATA

NOT

(41)

START

TYPE OF DATA

TYPE OF DATA STATISTICSNON-PARAMETRIC

STATISTICS

NON-PARAMETRIC

NOMINAL / ORDINAL

INTERVAL / RASIO ?

DISTRIBUTION OF DATA

NOT

NORMAL

(42)

START

TYPE OF DATA

TYPE OF DATA STATISTICSNON-PARAMETRIC

STATISTICS

NON-PARAMETRIC

NOMINAL / ORDINAL

INTERVAL / RASIO ?

DISTRIBUTION OF DATA

(43)

START

TYPE OF DATA

TYPE OF DATA STATISTICSNON-PARAMETRIC

STATISTICS

NON-PARAMETRIC

NOMINAL / ORDINAL

INTERVAL / RASIO ?

DISTRIBUTION OF DATA

(44)

START

TYPE OF DATA

TYPE OF DATA STATISTICSNON-PARAMETRIC

STATISTICS

NON-PARAMETRIC

NOMINAL / ORDINAL

INTERVAL / RASIO ?

DISTRIBUTION OF DATA

(45)

SELECTING STATISTICAL TESTS

TYPE OF DATA DESCRIPTIVE ( 1 HYPOTHESIS

VARIABLE)

NOMINAL-ORDINAL c2 (1 SAMPLE) BINOMIAL

INTERVAL -

RATIO (1 SAMPLE)*t-test

(46)

SELECTING STATISTICAL TESTS

TYPE OF DATA COMPARING 2 SAMPLESHYPOTHESIS

INDEPENDENt

NOMINAL

-ORDINAL - FISHER EXACT- c2

- MEDIAN

- MANN WHITNEY

- PROPORTION TEST –

P*

(47)

SELECTING STATISTICAL TESTS

TYPE OF DATA COMPARING 2 SAMPLESHYPOTHESIS

RELATED - PAIRED

NOMINAL

-RATIO* STATISTICS T-TEST RELATED*

(48)

SELECTING STATISTICAL TESTS

TYPE OF DATA

HYPOTHESIS

COMPARING 2 SAMPLES RELATED -

- PROPORTION

TEST –P*

INTERVAL-RATIO T-TEST RELATED* T TEST INDEPENDENT*

(49)

SELECTING STATISTICAL TESTS

TYPE OF DATA COMPARING >3 HYPOTHESIS

SAMPLES

RELATED - PAIRED

NOMINAL

(50)

SELECTING STATISTICAL TESTS

TYPE OF DATA COMPARING >3 HYPOTHESIS

SAMPLES

INDEPENDENT

NOMINAL

-ORDINAL -c

2 FOR K SAMPLE - MEDIAN EKST.

- KRUSKAL WALLIS

INTERVAL-RATIO* STATISTICS ANOVA*

(51)

SELECTING STATISTICAL TESTS

TYPE OF DATA

HYPOTHESIS

COMPARING >3 SAMPLES RELATED -

RATIO ANOVA* ANOVA*

(52)

SELECTING STATISTICAL TESTS

TYPE OF DATA ASSOCIATION HYPOTHESIS

NOMINAL-ORDINAL COEEFFICIENT CCONTINGENCY

INTERVAL - RATIO

- SPEARMAN RANK

- PEARSON PRODUCT

MOMENT

CORRELATION*

- SIMPLE REGRESSION

ANALYSIS*

- MULTIPLE REGRESSION

ANALYSIS*

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