khetarpal.org | Sumit Khetarpal -Experiment

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Title	Sumit Khetarpal -Experiment - Reflect -
Description	I’m an engineer working for a medical devices research group at Georgia Tech in Atlanta. I write about my experiments in technology, personal growth, and healthy living hoping that someday I will look back at them and connect the
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WebSite	khetarpal.org
Host IP	74.208.236.64
Location	United States

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khetarpal.org Valuation

US$270,946

Last updated: 2023-05-16 12:25:06

khetarpal.org has Semrush global rank of 39,064,284. khetarpal.org has an estimated worth of US$ 270,946, based on its estimated Ads revenue. khetarpal.org receives approximately 31,263 unique visitors each day. Its web server is located in United States, with IP address 74.208.236.64. According to SiteAdvisor, khetarpal.org is safe to visit.

Traffic & Worth Estimates

Purchase/Sale Value	US$270,946
Daily Ads Revenue	US$251
Monthly Ads Revenue	US$7,504
Yearly Ads Revenue	US$90,038
Daily Unique Visitors	2,085
Note: All traffic and earnings values are estimates.

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HtmlToTextCheckTime:2023-05-16 12:25:06

Sumit Khetarpal Experiment – Reflect – Share Menu Home Books Quotes Recipes Featured post Dividing A Polygon In Any Given Number Of Equal Areas 19 Replies This post will detail a closed form solution to split polygons into any number of equal areas, while ensuring minimum length of line based cuts. The solution works for both convex and concave polygons, as long as they don’t have non-manifold vertices, and can be traversed with a single loop. Credit for this concept goes to Dr. Rossignac , who also introduced me to the power of medial axis . Figure 1: Examples of Convex (Left) and Concave (Right) Polygon division. Red lines show the cuts splitting polygons into equal areas Base Case: 4-Sided Polygon Let’s start with a 4-sided polygon, and say we need to split this into N sub-polygons. We use the divide and conquer methodology: Calculate the area of the polygon, say A_{poly} . Therefore the target area of each of the N sub-polygons would need to be A_{poly} \over N Split the polygon

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khetarpal.org valuation and analysis