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Learn How To Simplify Math Expressions With Distributive Property: Simplifying -3(3 + 2M)

-3(3+2m)

-9-6m

To simplify the expression -3(3 + 2m), we need to use the distributive property, which states that:

a(b + c) = ab + ac

So we will multiply -3 by each term inside the parenthesis:

-3(3 + 2m) = (-3 x 3) + (-3 x 2m)

Simplifying multiplication gives us:

-9 – 6m

Therefore, -3(3 + 2m) simplifies to -9 – 6m.

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Learn How To Simplify Math Expressions With Distributive Property: Simplifying -3(3 + 2M)

-3(3+2m)

-9-6m

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