I don't get this question and it the last one that i need. Use properties and definitions of operations to show that
6 • (a ÷ 3) =2a
Justify each step.
commutative
associative
inverse
identity
i look at the example in the book but it for addition i don't know how to do the division/multiplication way.
6 • (a ÷ 3) =2a
Justify each step.
commutative
associative
inverse
identity
i look at the example in the book but it for addition i don't know how to do the division/multiplication way.
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6a / 3 = 2a (Associative Property of Multiplication/Division)
6/3 = 2 (Associative Property of Multiplication/Division)
2a
6/3 = 2 (Associative Property of Multiplication/Division)
2a
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6a/3 = 2a
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Change 6 to 6/1
change (a ÷ 3) to a/3
change (a ÷ 3) to a/3
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1+1=1 + apple - pple
=2a
=2a