Multiplication facts for 6 comprise the whole-number products through , understood as six equal groups or an array with six rows, with equivalent reversed facts connected by commutativity. Relationships include counting by sixes and decomposing facts such as , supporting accurate basic-fact fluency; the scope excludes multi-digit multiplication algorithms and more general algebraic treatment.
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To recall a multiplication fact for , think of 6 equal groups or count by sixes.
So, groups of make . The reversed fact is also true:
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