Counting of Identical Sub Triangles Developed with Parallel St.lines

Author(s)	Mr. Bablu Chandra Dey
Country	India
Abstract	I have given the solution to a problem where a triangle is divided into many sub-triangles with parallel st. lines(increasing order) parallel to each side of the triangle (nos. of parallel st. lines are the same) and counting of total no. of triangles including all identical(arranged in similar order) sub-triangles and the main triangle is done. If the no. of parallel st. lines parallel to each of the three sides of the triangles is (n-1), then the total no. of parallel st. lines including each side of the triangle will be n. Now, I have found a correlation between this total no. of parallel st. lines or total no. of base-lines ‘n’ with the total no. of triangles including all identical sub-triangles thus generated.
Published In	Volume 5, Issue 5, September-October 2023
Published On	2023-09-17
Cite This	Counting of Identical Sub Triangles Developed with Parallel St.lines - Mr. Bablu Chandra Dey - IJFMR Volume 5, Issue 5, September-October 2023. DOI 10.36948/ijfmr.2023.v05i05.6567
DOI	https://doi.org/10.36948/ijfmr.2023.v05i05.6567
Short DOI	https://doi.org/gssfpf

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