Question

Simplify the expression. $$-3(x+1)-2$$

Short answer

Simplified expression is \(-3x-5\).

Step-by-step solution

Apply the Distributive Property

Start by applying the distributive property, also known as expanding brackets, to the term \(-3(x+1)\). This means multiplying \(-3\) by both \(x\) and \(1\), which results in \(-3x-3\). So, the expression becomes \(-3x-3-2\).

Combine Like Terms

Next, combine the constant terms \(-3\) and \(-2\), by simple addition of these constants. This results in the simplified expression \(-3x-5\).