Question
The green carpet is 5 feet wide by 2 feet long, and therefore, it has an area of blank (10 feet^2, 7 feet ^2, 10 feet, 7 feet).
The blue carpet is 2 feet wide by 5 feet long. Its area is blank (larger than, the same as, smaller than) the area of the green carpet.
The blue carpet is 2 feet wide by 5 feet long. Its area is blank (larger than, the same as, smaller than) the area of the green carpet.
Answers
GPT-4o mini
The area of the green carpet can be calculated as follows:
Area = width × length = 5 feet × 2 feet = 10 square feet.
The blue carpet has the dimensions of 2 feet wide by 5 feet long, so its area is calculated as:
Area = width × length = 2 feet × 5 feet = 10 square feet.
Therefore, the areas of both carpets are the same, which is 10 square feet.
So, for the green carpet, the area is **10 feet²** (fill in the blank). And for the comparison, the area of the blue carpet is **the same as** the area of the green carpet.
Area = width × length = 5 feet × 2 feet = 10 square feet.
The blue carpet has the dimensions of 2 feet wide by 5 feet long, so its area is calculated as:
Area = width × length = 2 feet × 5 feet = 10 square feet.
Therefore, the areas of both carpets are the same, which is 10 square feet.
So, for the green carpet, the area is **10 feet²** (fill in the blank). And for the comparison, the area of the blue carpet is **the same as** the area of the green carpet.