STATE CALCULAS AND DIFFERENTIATION

in state calculas under the state coordinate system and if any fucntion y = f(x) in such that is coordinate system y/x=m y = mx in the coordniate system m=tand theta but in state it formed a new angle means if x and y at ninty degree then there will be degree of curve taht show that inclinations means x and y inclinations so x si denoting by curve and y is denoting by curve and curves is intersecting at ninty angle tehn is called symmetricyt with state dimension system if not tehn it means dy/dx is unsymmmetrci with state and viceversa so dy/dx will not be furtehr differatite it will blocks by state means furtehr symmetricty will chekc here if means d2y/dxsuqqre we do then we knownthat whree the point is lies under state curves area and which part of teh area they will be it will callled their inclicnaiotn so how we ill find their inclicaniton means we how dy/dx how dy/dx is given and d2y/dxauare will and dny/dxn so dy/dx is given an angle so this angle is in state will familiar by dy/dx and civevr or line inetrseciton in satte system then we chhekc which part of teh are that cooridnate comes with intersections then that cooridnet angke with dy/dx comarios then d2y/dxsusre smaely we will do we perofmr the state of the differtaiton of funciton if we intersetc the state continuous means if the state is exist then the differtaiton exists if the state is not exists then differetiaion is not exists . same with integration means every varibale ahs state system in shape of curve and line or otehr fiels like group algebrical set and otehr things vetcor groups how d2y/dxsuare will we diffetaitethe region then we driev point then we chekc the angle of d2y/dxsusare incliantion taht come under the regions or not