Question

simplify the expression $-6y - (2y + 4) + 10$.

Explanation:

Step1: Remove the parentheses

To remove the parentheses, we distribute the negative sign to each term inside the parentheses: $-6y - (2y + 4) + 10=-6y - 2y - 4 + 10$.

Step2: Combine like terms for the y - terms

Combine the $y$ - terms: $-6y-2y=-8y$.

Step3: Combine like terms for the constant terms

Combine the constant terms: $-4 + 10 = 6$.

Step4: Write the simplified expression

Putting it all together, the simplified expression is $-8y+6$.

Answer:

The coefficient of $y$ is $-8$ and the constant term is $6$, so the filled - in form is $\boxed{-8}y+\boxed{6}$.