To simplify the expression \(-9x + 14x - 3y\), you can combine like terms. The terms \(-9x\) and \(14x\) are like terms, as they both contain \(x\). 1. Combine \(-9x\) and \(14x\): \[ -9x + 14x = (14 - 9)x = 5x \] 2. Now place the result back with \(-3y\): \[ 5x - 3y \] The simplified expression is: \[ 5x - 3y \]

-9x + 14x - 3y

1 answer

To simplify the expression \(-9x + 14x - 3y\), you can combine like terms. The terms \(-9x\) and \(14x\) are like terms, as they both contain \(x\).

Combine \(-9x\) and \(14x\): \[ -9x + 14x = (14 - 9)x = 5x \]
Now place the result back with \(-3y\): \[ 5x - 3y \]

The simplified expression is: \[ 5x - 3y \]