ALGEBRA OF GEOMETRY

area point based geomertci algebra in it this new mathamatcis i ma putting example how this works imagine there is trinagle area and under it expected point or cooridnate or vriable under the three lines raise area that called traingle it menas that point is expected and confirm with area of triangle means it interior region of triangle means conifemre ccorindtae means and pint is subset of area in which otehr all points exists means whoel area points they subset of that poitns there si two kiind of subsets interior subset and exterior subeset if two area collide and intersetc forms new coordtane then they will be subset of both inetersect area betweens if we collide triangle with sphere so there si area inetror cooridnet are and exterior cococidtane area so interior coordinate area amd exterior cooridnate area these area where interset point liew in inetriro cocirdntae are and otehr pint lies in exterio cooridnate are then the point of intersect lies in subset of ingterior coodrinete and then remaisn exteriro coorindte\ if triangel hvae inside a circle then point under circle area is subset of cirlce points all set and triangel set but if in trinagle area there is point tehn tehyw ill extriro subset of traingle not circles that will call the area points and the distance of them not to inetrseta the area and must be between the area of triangle