STATE BASED COORIDNATES AND NORMAL COORDINATE SYSTEM

we hahve normal coordinates mathmatcis where we meausre distance and also some line and curves we understand through thats in coordinate geometry, we meausu different diferen ways but if i am coming with anotehr geometry that called state geometry means state dimensioans x codiirnet y cooridnate z cooridnates axis and same waya x axis will comes under the state Sx y axis will come under the state Sy z axis will come under the state Sz so we undertande the state curves of linear line means what is state cooridnates means under the state coordinates a simple line coudl have state curver or line simle curve could have state curve or state line so how is state is all about if the nomral cocoridnate line will have symmetric realtion with itself own state curve or state line then it will exists with symmetricity under cooridnate axis otehr wise dyseemtric how it will be dyssmmetric if line taht is under coordinate system if under the state coorndtae system it there is state inetrseciton happpens of two curves or multipel curves then it will call the dysymmetric line taht have inetrseciton udner state cooridnate system that why it dysymmetric line but also iif we have sphere in coordnte system and we have means sphere has line in state ystem of coordnte if that line have symmertciyt with the sphere of coorndtae system then how it intrsect if sphere have state of line and if another line inytersect if that state of line that dont belongs to coordinate system of sphere it means spere leaving the state means dysymmeirytcyt with state system of coordinate system that called state coordinate system so it means 1 have its own state and 2 have its owne state and 0 have it own state so conclusion sphere has line in state state system that si state of sphere but as the state of line inetersect with another line speher will show the dyssmtric state and half of the way belongs to that satte same wwy if sphere state is parabola if any curver intersect with any curver then spehre will be symmetric to first curver parabola but not by both curves it will show the dysymmetrcity against the both curves or many curves so to upadte the curve will only reason to make symmteric with the state of new arrival , but it solve by the only one thign taht will called periodic intersection that hiow muhc any curve or line statefull against own new state thsi will solved by periodic table means in peridoc interval to get by the function upper limit and lower boundation we coudl achived the curve thst intersect in state , same way curve integrations we could solve by them by interval of teh common area that area of cuvrve taht si commsn that coudl tell only the state compromised by curve by=ut here rest area by interval with comman intersectarea rest area devide by thta curvee in whihc it like if state is parbola and sphere intersetc then parabola area rest of the and comman area then ratio of them will call the state of the sphere in codorinate system