Shape of orbitals

The shape of orbitals are related to the ratio of principal quantum number (n) to substiary quantum number (k,a modifacation of Bohr-sommerfield theory ).The value of k for any shell has a value ranging betwe3en n to l .The amximum value for k is given for x sub-shell white k becomes with p, d,f........ repectively upto minimum value If n is the major axis and k is th e minor axis , then n//k = 1 for circular shape white n//k gt 1 for elliptical shape Which orbit shape has highest n//ki gtgt 1 value?

{:(Column I,Column II),((A)"Radial function" psi_((r)),(p)"Principle" Q.No .),((B)"Angular function"psi_((theta)),(q)"Azimuthal"Q.No .),((C)"Angular function" psi_((phi)),(r)"Magnetic" Q.No),((D)"Quantized angular momentum",(s)"Spin" Q.No),(,(t)"Shape of orbital"):}

The shape of orbitals are related to the ratio of principal quantum number (n) to substiary quantum number (k,a modifacation of Bohr-sommerfield theory ).The value of k for any shell has a value ranging betwe3en n to l .The amximum value for k is given for x sub-shell white k becomes with p, d,f........ repectively upto minimum value If n is the major axis and k is th e minor axis , then n//k = 1 for circular shape white n//k gt 1 for elliptical shape Which shape is used to be circuit having n//k value

STATEMENT -1 : Orbital angular momentum is given by sqrt(l(l+1))(h)/(2pi) and STATEMENT-2 : I ( Quantum number ) decides the shape of orbital

The shape of s orbital is ………white the shape of p orbital

The shape of orbital is determined by ………quantum number

What is the usual shape of orbits of planets around the sun ?