Question
Simplity by combining like terms: 6(x+2y)+4
Ask by Patel Ingram.
Mar 28,2025 11:00
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Answer
The simplified expression is \(6x + 12y + 4\).
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First, let’s expand the expression! When we distribute the \(6\) into \((x + 2y)\), we get \(6x + 12y\). Adding the \(4\) then gives us \(6x + 12y + 4\). Now, since there are no like terms to combine further, we can say that the simplified expression is \(6x + 12y + 4\).
Be careful when distributing; it can be easy to miscalculate when the expression has more terms. Always ensure to apply the distributive property correctly, so each term is properly multiplied!
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