Home
Algebra
Math Formulas
Everyday Math
Calculus
FREE e-Books
Geometry
Basic Statistics
Contact
Exclusive Topics
Basic Mathematics
Basic Algebra
Algebra
Everyday Math
Geometry
Trigonometry
Calculus
Business Math
Basic Statistics
Linear Programming
 
Other Math Links
Math Results And Formulas
Free Math E Books
History Of Mathematics
 
Higher Mathematics
Real Analysis
Group Theory
General Topology
 
Be Social
del.icio.usStumbleUponDiggMixxTwit ThisFacebookNewsVineRedditGoogle

» Home » Basic Statistics »

Introduction to Experimental Designs

            By an experimental design, we mean a plan used to collect the data relevant to the problem under study in such a way as to provide a basis for valid and objective inference about the stated problem. The plan usually consists of the selection of treatments whose effects are to be studied, the specification of the experimental layouts, and the assignment of treatments to the experimental units and the collection of observations for analysis. All these steps are accomplished before any experiment is performed.
An experiment is planned to

  1. get maximum information for minimum expenditure in the minimum possible time;
  2. avoid systematic errors;
  3. evaluate the outcomes critically and logically;
  4. Ignore spurious effects, if any.

 

The following considerations go into the planning of an experiment:


  1. What is the experiment intended to do?
  2. What is the nature of the treatments or dependent variables and how are they to be estimated?
  3. How is the independent variable likely to affect the treatments or dependent variables?
  4. Are the factors to be held constant or varied? If varied, whether his variation is quantitative or qualitative?

The answers to these questions enable the experimenter to state his hypothesis precisely and to plan his experimental procedure in a more effective way.


           
There are two types of designs; systematic and random designs; but the analysis of variance techniques are suitable to randomized designs only. The basic randomized designs are (i) Completely Randomized, (ii) Randomized Complete Blocks, and (iii) Latin Squares, which we discuss in the sections that follow.



Comments

Join Us on Facebook Follow Us on Twitter © Copyright by eMathZone.com 2008-2012
Developed by creativeON