Question

simplify the expression $-6y - (2y + 4) + 10$.
$\square y + \square$
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Explanation:

Step1: Remove the parentheses

To simplify \(-6y - (2y + 4) + 10\), we first distribute the negative sign to the terms inside the parentheses. This gives us \(-6y - 2y - 4 + 10\).

Step2: Combine like terms

Next, we combine the \(y\)-terms and the constant terms separately. For the \(y\)-terms: \(-6y - 2y = -8y\). For the constant terms: \(-4 + 10 = 6\). So the simplified expression is \(-8y + 6\).

Answer:

\(-8\) \(y +\) \(6\) (So the first box is \(-8\) and the second box is \(6\))