Question
Given the side lengths 0.75 yard, 3 feet, and 1 yard, which side length would complete the rectangle?(1 point)
Responses
1 yard
1 yard
3 feet
3 feet
36 inches
36 inches
27 inches
Responses
1 yard
1 yard
3 feet
3 feet
36 inches
36 inches
27 inches
Answers
GPT-4o mini
To find which side length would complete the rectangle, we first need to convert the side lengths into a consistent unit. Let's convert everything to inches:
- 0.75 yard = 0.75 × 36 inches = 27 inches
- 3 feet = 3 × 12 inches = 36 inches
- 1 yard = 1 × 36 inches = 36 inches
Now we have the side lengths in inches:
- 27 inches
- 36 inches
- 36 inches
In a rectangle, opposite sides are equal. Since we have two sides of 36 inches, the length that would complete the rectangle by matching the remaining side length must be 27 inches.
So, the answer is **27 inches**.
- 0.75 yard = 0.75 × 36 inches = 27 inches
- 3 feet = 3 × 12 inches = 36 inches
- 1 yard = 1 × 36 inches = 36 inches
Now we have the side lengths in inches:
- 27 inches
- 36 inches
- 36 inches
In a rectangle, opposite sides are equal. Since we have two sides of 36 inches, the length that would complete the rectangle by matching the remaining side length must be 27 inches.
So, the answer is **27 inches**.