Tyshawn took a taxi from his house to the airport. The taxi company charged a pick-up fee of $2.50 plus $3.50 per mile. The total fare was $79.50, not including the tip. Which equation could be used to determine mm, the number of miles in the taxi ride?

1 answer

To find an equation to determine \( m \), the number of miles in the taxi ride, we can set up the relationship based on the total fare charged by the taxi company.

The total fare consists of a pick-up fee and a charge per mile. The components of the fare are:

  1. Pick-up fee: \( 2.50 \)
  2. Cost per mile: \( 3.50 \) per mile \( \times m \) miles

Given that the total fare is \( 79.50 \), we can write the equation as follows:

\[ 2.50 + 3.50m = 79.50 \]

This equation can be used to solve for \( m \), the number of miles in the taxi ride.