Sammi walked from her house to school and then to her friend’s house. The diagram shows the locations of these three places and their distances from each other. Which measurement is closest to the shortest distance in miles from Sammi’s house to her friend’s house?

Answer 1

To find the shortest distance from Sammi's house to her friend's house, we would typically need the specific distances between these locations as shown in the diagram you're referring to. Since I cannot see the diagram, I can guide you on how to calculate this distance.

If the diagram shows the distances and possibly a route that Sammi took (for example, from her house to school and then from school to her friend's house), you would calculate the total distance she walked and then compare that to a direct distance from her house to her friend's house, which would represent the shortest path.

For a more exact answer, please provide the distances from Sammi’s house to the school, the distance from the school to her friend's house, and any relevant angles or other distances shown in the diagram. Using these, we could apply the Pythagorean theorem, if applicable, to determine the shortest direct distance between the two points.