>>10960807>curved linesNevermind, I thought that top left corner was curved.
OP there's a trick you can use to draw it without knowing the angles. The number of vertices you have makes it tricky though.
1. Measure the lines and multiply by 500 to get the actual length of the lines.
2. Begin graphing the shape by choosing a vertex to start from. If you have a right angle in there use that as your first vertex. We'll use the x-axis to place the next point and if you were able to use a right angle then we can also use the y-axis. This will rotate the shape, but after it's drawn you can apply transformations to it to orient it however you'd like.
3. Draw two circles centered at the origin with radii equal to the lengths of the two lines connected to the that vertex. The next two vertices lie on somewhere on these circles.
3. Choose your next vertex to draw along the x-axis. It doesn't matter which of the two you choose, however it is important to be consistent in subsequent steps. This is because your choice may reflect the shape, which can be undone later. We'll say that the line connecting the first and second vertices has a length of A, and the other line connected to the second vertex has a length of B
4. Draw a circle centered at point (A,0) with radius B. The third vertex lies on this circle, but we need another circle to find it.
5. Measure (on your paper) the distance from the first vertex you picked to the third vertex and multiply by 500. Draw a circle about the origin with this radius. We'll call the intersection between the circles drawn in steps 4 and 5 point (C,D). This is the location of the third vertex. We'll also say that the line connecting the third and fourth vertex has a length of E
6. Draw a circle centered at (C,D) with radius E. You may erase the other circles. Our fourth point is on this circle, but we need to use that same trick to find it
(Continued)
