To simplify the expression \(-6(x-11)+2\), follow these steps: 1. Distribute \(-6\) to both \(x\) and \(-11\): \[ -6(x) + (-6)(-11) + 2 = -6x + 66 + 2 \] 2. Combine the constant terms \(66\) and \(2\): \[ -6x + 68 \] So, the simplified expression is: \[ -6x + 68 \]

-6(x-11)+2

1 answer

To simplify the expression \(-6(x-11)+2\), follow these steps:

Distribute \(-6\) to both \(x\) and \(-11\): \[ -6(x) + (-6)(-11) + 2 = -6x + 66 + 2 \]
Combine the constant terms \(66\) and \(2\): \[ -6x + 68 \]

So, the simplified expression is: \[ -6x + 68 \]