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CHAPTER 11 Analysis of variance with more than one IV 339<br />

Figure 11.5 Line graph illustrating the interaction between revision conditions and exam conditions IVs<br />

Figure 11.6 Graphs illustrating no interactions between variables<br />

compared with those who did so in the exam hall. In fact we have the opposite pattern of<br />

means in these two conditions. An example from the research literature would be the fi nding<br />

that highly anxious individuals tend to direct their attention to negative stimuli in the environment,<br />

whereas non-anxious individuals direct attention away from negative stimuli (Mogg and<br />

Bradley, 1999). Here there is an interaction between the anxiety variable and the attention<br />

variable. A useful way of seeing whether you have an interaction between two variables is to<br />

generate line graphs. Take a look at the graphs illustrated in Figure 11.6.<br />

Figure 11.6 shows that, when there is no interaction between two variables, the lines that<br />

represent the exam conditions variable are parallel. When we observe such parallel lines we

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