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Category: Fundamentals of Experimental Design

DATA

Data is raw material that needs to be processed to produce both qualitative and quantitative information that shows facts or phenomena.

Before the data is processed, it is necessary to first test the validity and reliability, both in terms of theoretical, content and empirical constructs.

 

DATA FUNCTION

To provide information about the characteristics or behavior of a phenomenon (population) that we are studying, both discrete and continuous, so that we can get an idea or can draw conclusions and make decisions based on data that has been collected and processed.

Data Type:

Research Data Collection Methods:

DATA RECORD

To achieve completeness, accuracy and clarity of data, data recording must be equipped with:

DATA ANALYSIS

Data Analysis : is an effort to find and organize data systematically to increase the researcher's understanding of the case under study and present it as findings to others.

 

DATA PRESENTATION

VARIABLE OR VARIABLE (VARIABLE)

Types of Variables.

 

Experimental design is made with respect to techniques in overcoming and controlling the diversity/variables that interfere with the actual effect of the treatment or factor that we examine or determine is called Environmental Design (Enviromental Design).

In order for the effect of the treatment to be clearly seen, the variety of responses caused by the state of the experimental material should not obscure or distort the appearance of the effect of the treatment. Therefore, the diversity of responses caused by environmental conditions and the state of the experimental material used needs to be taken into account or removed or monitored, so that the impact of the treatment can be reduced to a minimum.

Qualitative and Quantitative Variables

As an independent variable or dependent variable or a factor, it can be classified as a qualitative factor and a quantitative factor. Qualitative factors consist of nominal rating scale levels or levels that can actually be seen as certain values of special officials with continuous concentration, but do not provide a meaningful arrangement. While the quantitative factors scale ordinal, interval or rational size.

Quantitative factors with certain levels can be viewed as values of continuous density variables, called regression factors, not every ordinal scale factor is included in quantitative factors, sometimes it is treated as qualitative factors. The sex factor of livestock consisting of male, female and castration is a qualitative factor, while the dose of drug administration with levels of 0, 5, 10 and 15 ml is a quantitative factor.

The distance between the lowest level and the highest level of a gradient factor of the independent variable is called the range of interest. Although in this range only the effective level t is determined, the researcher is interested in studying the influence of these factors in the continuum to the extent of a predetermined attention span, in other words inference is intended to allow an intrapolation to be used. But not to do extra polarization. Because this is outside the specified attention span and does not guarantee the reliability of the experimental data.

The distance between two successive levels in an arrangement means that the gradient factor is called the distance between levels. In a treatment design, these distances between levels may or may not be uniform. Factors with uniformly spaced levels are also called equidistant factors, while non-uniform factors are called unequally spaced.

Doses for drug administration have equidistant levels, for example 0, 5, 10 and 15 ml, while those that are unequally spaced are 0, 6, 8, 9 and 10 ml.

Qualitative factors do not recognize the concept of distance between levels, while the distance between successive levels of factors with an unmeasured ordinal rating scale remains.

2.3. Response Variable Measurement Scale.

We know 4 scales that can be used to measure facts as a source of data are as follows:

1. Nominal Scale.

Nominal scale is the measurement of the lowest level, this occurs when numbers or other symbols are used to classify objects, people, animals or other objects. If numbers or other symbols are used to identify groups to which several objects can be included, then the numbers or symbols form a nominal scale (classification).

For example, let's say we classify livestock into large livestock, small livestock, poultry and various livestock. Similarly, the classification of livestock after being treated to die and recover.

In this case, the scale for measuring livestock type variables consists of 4 points, while healing consists of 2 points. The point of the scale is called a class or category.

2. Ordinal Scale (Rank).

Ordinal scale occurs when objects that are in a category of a scale are not only different from those objects, but also have a relationship with one another. more difficult, more mature and so on.

Measurements made on an ordinal scale are objects that are distinguished according to their similarities and according to their order. So a complete and orderly sequence or ranking can be made among the classes. For example, the incidence of a disease in pigs is often, often, sometimes and never.

3. Interval Scale.

Measurements on the interval scale are stronger than the ordinal scale, because measurements are achieved in addition to the equation and sequence, the distance (interval) between two different classes is also taken into account.

The interval scale is characterized by the same units of measurement and constants which give a real number for each pair of objects in the consecutive set. In this kind of measurement the ratio between arbitrary intervals is independent of the unit of measurement, and the interval scale has a zero point.

An example of an interval scale is temperature, for example temperature measurements with the Celsius and Fahrenheit scales, these two temperature measurements have a zero point and different units of measurement, but both provide the same information. as well as the percentage (0 – 100%). All ordinal scales that have a zero point and arbitrary units of measurement, with a range greater than or equal to 5 can be included in the interval scale.

4. Rational Scale

The rational scale of a scale in addition to having properties such as an interval scale, plus another property, namely a certain zero point. In a rational scale, the ratio of two points on an arbitrary scale is independent of the unit of measurement. An example of a rational scale is a scale for measuring weight, length, content (volume), including the number of people or the number of livestock and so on.

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