Probability/The Addition Rule Question 07-08 Decide if the events shown in the venn diagrams are mutually exclusive.

1. 
   {#1}
   
   
2. 
   {#2}

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

Not mutually exclusive.  The student can be taking both economics and statistics.

Mutually exclusive.  A person cannot register to vote in more than one state.

]]> 2.0000000 0.3333333 0 ]]>