Design and Analysis of Experiments (ISS Statistics Paper IV): Questions 20 - 26 of 36

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Question number: 20

» Design and Analysis of Experiments » Basic Principle of Experimental Design

Appeared in Year: 2011

Essay Question▾

Describe in Detail

Explain the layout of split plot designs. Write its model and assumptions. Give ANOVA table of sub-plot observations· (only df and sum of squares).

Explanation

Layout of split plot designs:

The split plot is a design which involves assigning the levels of one factor to large plots and then assigning the levels of a second factor to subplots within each main plot.

The Larger plots are called main plots or whole plots and The factor… (550 more words) …

Question number: 21

» Design and Analysis of Experiments » Randomized Block and Latin Square Design

Appeared in Year: 2009

Essay Question▾

Describe in Detail

Obtain an estimate of a missing observation in a Latin square design. How does the subsequent analysis differ from the usual case?

Explanation

Let us suppose that in m×m Latin square, the observation occurring in the ith row and jth column and receiving the kth treatment is missing.

Let us assume that its value is x, i. e. yijk = X.

R= total… (542 more words) …

Question number: 22

» Design and Analysis of Experiments » Analysis and Layout of Completely Randomized Design

Appeared in Year: 2009

Essay Question▾

Describe in Detail

Give the layout and analysis of a completely randomized design. Which of the basic principles are satisfied in this design and how?

Explanation

Layout of Completely Randomized Design (CRD): Here all the experimental units are taken in a single group that are homogeneous and randomization procedure for allotting the treatments to various units is as follows:

Step 1: Determine the total number of experimental units.

Step 2: Assign a plot number to each… (262 more words) …

Question number: 23

» Design and Analysis of Experiments » Need for Design of Experiments

Appeared in Year: 2009

Essay Question▾

Describe in Detail

What do you mean by confounding in a factorial experiment? Explain how you will obtain the confounded interactions from a key block.

Explanation

Confounding: Confounding implies thatdevice of reducing the block size by making one or more interaction contrasts identical with block contrasts is taken. It is technique to decrease size of a replication over a number of blocks at the cost of losing some information on some effect which is not of… (878 more words) …

Question number: 24

» Design and Analysis of Experiments » Split Plot Design and Strip Plot Design

Appeared in Year: 2013

Essay Question▾

Describe in Detail

Explain split-plot designs. Considering main plot treatment α, sub-plot treatment β and the number of replications in the RBD for main plot treatments be r, write the ANOVA table of main plot totals.

Explanation

Split-plot Designs:

The split plot is a design which involves assigning the levels of one factor to large plots and then assigning the levels of a second factor to subplots within each main plot.

The Larger plots are called main plots or whole plots and the factor levels allotted to… (432 more words) …

Question number: 25

» Design and Analysis of Experiments » Randomized Block and Latin Square Design

Appeared in Year: 2009

One Liner Question▾

Write in Brief

Explain the term ‘connected’ in the context of block designs.

Question number: 26

» Design and Analysis of Experiments » Split Plot Design and Strip Plot Design

Appeared in Year: 2009

Essay Question▾

Describe in Detail

What is a split plot design? Give an example of a situation where this is a natural choice. Outline the analysis of data from a split-plot experiment where the main plots form the randomized block.

Explanation

Plot Design:

A split plot design is a design with at least one blocking factor where the experimental units within each block are assigned to the treatment factor levels and also blocks are assigned at random to the levels of a further treatment factor. So there are two levels of… (618 more words) …

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