Algebra reduction A^B v ¬A^B v ¬C^D using kmap and boolean algebra

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Simple algebraic boolean expression reduced using a Karnaugh map and Boolean algebra
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The only thing I don't understand is the initial grouping. Do you ALWAYS organize by OR groupings or do you go by parenthesis if they exist in the problem? For example how would you write out an equation that doesn't have any OR operators, or one that wraps AND pairs in parenthesis?

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