Question

To construct a square inscribed in a circle, match the corresponding steps to the proper order. (basically match the steps to the proper label) 1-6 steps

Answer 1

To construct a square inscribed in a circle, follow these steps: find the dimensions of the larger square, draw the larger square, draw the diagonals of the square, mark the center of the circle, draw the circle, and label the steps in the correct order.

Step-by-step explanation:

1. First, find the dimensions of the larger square by multiplying the side length of the first square by 2. In this case, the side length of the larger square is 4 inches x 2 = 8 inches.
2. Draw the larger square with a side length of 8 inches.
3. To construct a square inscribed in a circle, draw the diagonals of the square. The point where the diagonals intersect is the center of the circle.
4. With the center of the circle marked, draw the circle so that it touches the four sides of the square.
5. The resulting square is inscribed in the circle.
6. Finally, label the steps in the following order: 1, 2, 3, 4, 5, 6.

Answer 2

To construct a square inscribed in a circle we will follow the next steps:

Step 1. Construct a circle and label its center point O:

Step 2. Now, we use a straightedge to draw a diameter with end-points A and B:

Step 3. We construct a perpendicular line to the diameter with endpoints C and D:

Step 4. We join the points:

And thus we get the square inscribed in a circle.