To simplify the expression \(-5(7y + 3) - 2y\), follow these steps: 1. Distribute \(-5\) into the parentheses: \[ -5(7y) - 5(3) = -35y - 15 \] 2. Now the expression becomes: \[ -35y - 15 - 2y \] 3. Combine like terms (\(-35y\) and \(-2y\)): \[ -35y - 2y = -37y \] 4. Thus, the simplified expression is: \[ -37y - 15 \] So, the final answer is: \[ -37y - 15 \]

−5(7y+3)−2y

1 answer

To simplify the expression \(-5(7y + 3) - 2y\), follow these steps:

Distribute \(-5\) into the parentheses: \[ -5(7y) - 5(3) = -35y - 15 \]
Now the expression becomes: \[ -35y - 15 - 2y \]
Combine like terms (\(-35y\) and \(-2y\)): \[ -35y - 2y = -37y \]
Thus, the simplified expression is: \[ -37y - 15 \]

So, the final answer is: \[ -37y - 15 \]