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3(x+y)=3x+3y is what property

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Answer:

the answer is distributive property

Explanation:

the distributive property tell us that the multiplication of a number (in this case number 3) by a sum (in this case x+y) is equal to the sum of the multiplications of that number by each of the terms belonging to the sum:

3(x+y)=3*x+3*y

3(x+y)=3x+3y

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