How to divide polygon into equal parts?

How to divide polygon into equal parts?

2 Answers

1. Draw a line on one side of rectangle.
2. Select line.
3. Go to Editor.
4. Select Split.
5. Check into “In to equal parts” and write parts in textbox you want to split.
6. Click OK.
7. Now select your rectangle.
8. And with the reference of end points of your broken parts of line, cut your rectangle.

How do you divide irregular Quadrilaterals?

The required point N can be constructed as follows:

1. Draw a line through A parallel to MD which cuts CD at P.
2. Draw a line through B parallel to MC which cuts CD at Q.
3. Construct the midpoint N of the line segment PQ.

How do you equally divide property?

“Give the house, the land or the business to just one child and make up the difference with a monetary share for the others. Alternatively, stipulate that the asset be sold and the proceeds divided evenly. That way, the one who really wants the asset can buy the others out.”

How do you calculate irregular area?

Area of the given irregular shape = Area of the rectangle ‘P’ + Area of the semicircle ‘Q’ + Area of the triangle ‘R’ + Area of the rectangle ‘S’. ⇒ Area of the given irregular shape = 48 + 39.25 + 24 + 48 = 159.25 square units. Therefore, the area of the given irregular shape is 159.25 square units.

How to divide a polygon into smaller polygons?

We use the divide and conquer methodology: 1 Calculate the area of the polygon, say A p o l y. 2 Split the polygon into two sub-polygons – smaller one with area of A p o l y N, and bigger one with area of ( N − 1) N A 3 Continue using the same approach on the bigger polygon till the bigger polygon reduces into polygon with desired area.

How to divide irregular shaped area in equal and / or equivalant parts?

I am looking for methods, theories, algorithms to divide an irregular shaped area (such as a parcel, a plot of land, a polygon) into equal multiple parts in size, or equivalant parts in land value, land use, land cover. Is there any standard procedure to subdivide such an area in theory, and taking into account the characteristics of the area?

How to split a polygon by the target area?

Since the target area is A p o l y N, and the interpolated point will be A + A p o l y N ∗ A A G B ( G − A) If the minimum cut lies in the trapezoid, then the two points of the split line (shown in red) can be found via linear interpolation based on the target area, similar to the approach we took for the triangle case above.

Which is the best algorithm for dividing polygons?

This approach may not always lead to the correct solution, but the results will be fast. The algorithm has cubic time complexity for convex polygons. Checking every edge pair requires quadratic complexity, and for a given edge pair, the algorithm involves calculating area, and doing linear interpolation for finding split lines.