Simplify \( 2 m-7-5 m+6 \) \( -3 m-1 \) b. \( 7 m+1 \) c. \( -3 m+1 \) d. \( 11 m-1 \)

Let’s simplify the expression step by step! Starting with \( 2m - 7 - 5m + 6 \), we can combine the like terms. Combine the \( m \) terms: \( 2m - 5m = -3m \). Now combine the constant terms: \( -7 + 6 = -1 \). Putting it all together, we get: \[ -3m - 1. \] So the simplified expression is indeed \( -3m - 1 \), which corresponds to option b. Now, if you want a little more fun: Think of \( m \) like a mysterious character in a play, where \( 2m \) and \( 5m \) are rivals. When the curtain falls, they fade into a single moment of \( -3m \) minus a slight setback of 1. Quite the dramatic twist, right?