Explore

Exchange of Probes, Learnings and Outputs of Researches

Project Information

Category: Other Related Development Researches
Subcategory: Education

Construction and Finding the Area of the New Geometric Figure, n-cardioid

Conducted by BatStateU , Started on 2013 - Completed on 2014
Completed Published Copyrighted Total Page Views : 782 Total Likes : 159 Like

This paper is an original and basic research that will give the definition, the process of
construction and the formula for finding the area of a new geometric figure formed on a mathematical
problem of a goat tied in the corner of a shed. This new geometric figure was named as n-cardiod. The ncardiois
is the union of the arc
Xi
formed when a tension that measures half of the polygons perimeter is
tied at any vertex of closed
Pn
and is rotated in a clockwise and counter clockwise direction until it
touches the polygon, where
Pn
is a regular polygon with vertices
n
x , x ,..., x 1 2
, n sides and length of
sides s for all
n
. The area of the n-cardioid will be solved using the formula

2
2
24
5 4
s
n
A 

Proponents
Daryl M. Magpantay
Ronel R. Catapang
Beneficiaries
HEIs
Fund Source
Batangas State University
No. of Patents
0
No. of Utility Models
0
How to Cite
Remarks

Agency Details

Batangas State University - Main Campus
Rizal Avenue Extension, Batangas City
Phone: (043) 3002 202
Email: [email protected]