Look at the square WXYZ on this coordinate plane

Question

Which measure is closest to the perimeter of square WXYZ?
A.
20 units
B.
25.6 units
C.
32 units
D.
40.9 units

Answer 1

To determine the perimeter of square WXYZ, we need the length of one of its sides. The perimeter \( P \) of a square is given by the formula:

\[ P = 4 \times \text{side length} \]

Unfortunately, I don't have the specific coordinates of points W, X, Y, and Z to calculate the side length directly.

If you provide the coordinates of square WXYZ, I can help calculate the length of a side and then find the perimeter. If not, I can give you a general approach to find it:

1. Identify the coordinates of at least two adjacent vertices of the square.

2. Use the distance formula to find the length of one side:

   \[ \text{Distance} = \sqrt{(x_2 - x_1)^2 + (y_2 - y_1)^2} \]

3. Multiply the length of the side by 4 to find the perimeter.

Please provide the coordinates if you have them!

Answer 2

what's the answer

Answer 3

Since I do not have the specific coordinates for square WXYZ, I can't calculate the exact perimeter. However, I can help you reason through the options based on typical coordinates for a square.

If you checked the coordinates and determined the side length, you can calculate the perimeter using the formula \( P = 4 \times \text{side length} \).

Let's consider the provided options and simply evaluate them in a general context:

• \( A. \) 20 units → This would imply a side length of \( 5 \) units.
• \( B. \) 25.6 units → This would imply a side length of \( 6.4 \) units.
• \( C. \) 32 units → This would imply a side length of \( 8 \) units.
• \( D. \) 40.9 units → This would imply a side length of \( 10.225 \) units.

Since most squares generally have a side length between 5 to 10 units in many coordinate plane contexts, options A (20 units) and C (32 units) seem more reasonable than D (40.9 units), which suggests a larger side length.

If you provide the coordinates, I can help pinpoint the exact perimeter. Without that, the best I can do is narrow it down, and 32 units (option C) could be a plausible choice for many contexts, provided the square isn't particularly large or small.

Let me know if you have more information or specific coordinates!