COORIDNATE STRUCTRUE BASED TRANSISTOR AND COMPUTING ALGEBRIC GEOMETRY
in it teher is two ways to solve the ciruity one is interior and second is exteriro and another is hybrid
imagine we have cooridnte form the cnetr of triangle or sphere or circle
we put the coordinate if cooordinate comes under the triangle area then it answer is 1 if not then it serahc for exterio point then if it found exteriro area any where that cooridnate then it also will call answer is 1
so means firts we chekc in inetrior aginst the coordiante
like
if origin origing and oring if cooridnte one origign then it answer 0
but if coordinate comes non oring but in the area of triangle then it answer 1 but if tehre is mroe area an it also there is point that coordinate then then also for the area is 1
if so then if if smae two coorinate that is same and simulatnosuly omes then there answr is alo 1
so here we achive by coordinate in shape of answer 0 to 1
like (0,0) area interseciton is 0
then
(3,2) under area of triangle or also in other circle then 1 and 1 answer will come
(3,2) with area and (5,2) with are in area then 1 will come
so here what we are doing here we took coorinte and chekc that ccodinate that in the area
like
(4,5) and (3,4) so (3,4) is in area and (4,5) not in area so they will give 1 0
(6,7) and (8,7) both not in area of ciricle then answer is 0 and 0
then
(3,4) and (4,5) answer is 0 and 1
(3,4) and(4,3) both are in same area then it is 1 1
so in it we coordinate ways many 1 and 0 coudl cretae by that spotted in areas so in it wyas 0 and 1 fro different different areas
of area could come and coudl bring to come
thne for other area with other area we produce intsection of these and 1 and 0 like and operation or or operaiotn or area or operation
area or oepration check for cooridnate that if its interiror point then all coordinate comes in interior points and if exterior points then all coondirnet that we cheked also come come in exterior coocrdinate
lie
(3,4) in area and also in inetrior point (a,b) then its one otehr wise 0
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