Question
Find the minimum and maximum possible areas of a rectangle measuring 6 km by 11 km.
minimum area: 57.75 km2
maximum area: 66 km2
minimum area: 66 km2
maximum area: 74.75 km2
minimum area: 74.75 km2
maximum area: 57.75 km2
minimum area: 57.75 km2
maximum area: 74.75 km2
minimum area: 57.75 km2
maximum area: 66 km2
minimum area: 66 km2
maximum area: 74.75 km2
minimum area: 74.75 km2
maximum area: 57.75 km2
minimum area: 57.75 km2
maximum area: 74.75 km2
Answers
GPT-4o mini
To find the area of a rectangle, you multiply its length by its width. For a rectangle measuring 6 km by 11 km, the area is calculated as follows:
Area = Length × Width
Area = 6 km × 11 km
Area = 66 km²
Since the dimensions of the rectangle are fixed at 6 km and 11 km, there is no variation in the dimensions that would lead to different areas. Thus, the minimum and maximum areas are the same, and both are 66 km².
There are no valid sets of minimum and maximum areas among the provided options because the area of the rectangle is fixed at 66 km². The correct answer is that both the minimum and maximum area are 66 km².
Area = Length × Width
Area = 6 km × 11 km
Area = 66 km²
Since the dimensions of the rectangle are fixed at 6 km and 11 km, there is no variation in the dimensions that would lead to different areas. Thus, the minimum and maximum areas are the same, and both are 66 km².
There are no valid sets of minimum and maximum areas among the provided options because the area of the rectangle is fixed at 66 km². The correct answer is that both the minimum and maximum area are 66 km².