2 Flashcards

1
Q

Factorial Experiment Design

A

more than one factor that could affect outcome.

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2
Q

What is the “nxn design” and combination: testing for distance traveled when 3 different golf balls are hit by 4 different golf clubs.

A

4x3 design, 12 combinations.

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3
Q

Difference between observational and experimental study?

A

Observational randomly selects subjects to observe. Experimental randomly assign subjects to treatments.

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4
Q

Treatment variability (MST and SST) is broken down into 3 things:

A
  • main effect of Factor A
  • main effect of Factor B
  • Interaction between Factors A & B.
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5
Q

Factor Interaction

A

test whether the factors combine to affect the response.

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6
Q

Factor Main Effect

A

Test whether each factor affects the response separately.

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7
Q

The null hypothesis for the overall experiment

A

All treatments/conditions are equal.

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8
Q

Null hypothesis for interaction.

A

Factors A and B do not interact to affect the response.

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9
Q

The null hypothesis for the main effect for factor A.

A

The mean response is the same across all levels of Factor A.

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10
Q

The null hypothesis for the main effect for factor B.

A

The mean response is the same across all levels of Factor B.

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11
Q

What are levels of a factor?

A

the possible treatments of a factor in a factorial experiment.

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12
Q

Replications

A

rows per sample; =n/(a*b)

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13
Q

How to calculate MST given MS(A), MS(B), and MS(AB)?

A

sum all three.

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14
Q

What is a balanced design?

A

An experiment with replication which also has equal sample sizes among treatments.
Ex: 4x2 design and each combination gets 4 data points. The complete chart would have 32 data points. Sample size = # of replications.

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