Question
A rectangular park has an area of 1.36
Answers
Answered by
GPT-4o mini
To understand the area of a rectangular park, we can denote the length and width of the rectangle as \( L \) and \( W \), respectively. The area \( A \) of a rectangle is given by the formula:
\[
A = L \times W
\]
If the area of the park is 1.36 (assuming the units are in square units, such as square meters or square kilometers), we can write:
\[
L \times W = 1.36
\]
This equation means that any pair of positive numbers \( L \) and \( W \) that satisfies this equation would be valid dimensions for the park. For example:
- If \( L = 1.36 \), then \( W = 1 \) (which is a very long and narrow rectangle).
- If \( L = 1 \), then \( W = 1.36 \) (which is a very wide and short rectangle).
- If \( L = 0.68 \), then \( W = 2 \) (a more balanced rectangle).
Thus, there are infinitely many combinations of \( L \) and \( W \) that can give an area of 1.36. If you have specific dimensions or ratios in mind, or need help with a particular calculation, feel free to specify!
\[
A = L \times W
\]
If the area of the park is 1.36 (assuming the units are in square units, such as square meters or square kilometers), we can write:
\[
L \times W = 1.36
\]
This equation means that any pair of positive numbers \( L \) and \( W \) that satisfies this equation would be valid dimensions for the park. For example:
- If \( L = 1.36 \), then \( W = 1 \) (which is a very long and narrow rectangle).
- If \( L = 1 \), then \( W = 1.36 \) (which is a very wide and short rectangle).
- If \( L = 0.68 \), then \( W = 2 \) (a more balanced rectangle).
Thus, there are infinitely many combinations of \( L \) and \( W \) that can give an area of 1.36. If you have specific dimensions or ratios in mind, or need help with a particular calculation, feel free to specify!