I need the above in Python code.

AX = leveren In[10]:= (*Potential and max energy) V[x] :=0.5x; 6 = 100.; Determine grid) Xo = FindRoot[V[x] = 6., (, }] [1, 2]; d = 1 2.V26 d (n+1) n = Round [2 + 10 sx)]: x = Table sle[- +d 1, 41, n)]; (*Kinetic Energy Matrix) 1[1, 2] := DiagonalMatrix[1 + 0 Range [n- Abs[4]], d]; (I [n, -1] + 10 1 [n, 0] +1 [n, 1]); 2 BE 12 A= (I[n, -1] - 21[n, 0] +1 [n, 1]); d? KE = Inverse[B]. A; 2 (+Hamiltonian) H = KE + DiagonalMatrix[V[x]]; (+Energies wavefunctions) Reverse (Eigenvalues [H, -10]] Out(18)= {0.5, 1.5, 2.5, 3.5, 4.5, 5.5, 6.5, 7.5, 8.49999, 9.49999) AX = leveren In[10]:= (*Potential and max energy) V[x] :=0.5x; 6 = 100.; Determine grid) Xo = FindRoot[V[x] = 6., (, }] [1, 2]; d = 1 2.V26 d (n+1) n = Round [2 + 10 sx)]: x = Table sle[- +d 1, 41, n)]; (*Kinetic Energy Matrix) 1[1, 2] := DiagonalMatrix[1 + 0 Range [n- Abs[4]], d]; (I [n, -1] + 10 1 [n, 0] +1 [n, 1]); 2 BE 12 A= (I[n, -1] - 21[n, 0] +1 [n, 1]); d? KE = Inverse[B]. A; 2 (+Hamiltonian) H = KE + DiagonalMatrix[V[x]]; (+Energies wavefunctions) Reverse (Eigenvalues [H, -10]] Out(18)= {0.5, 1.5, 2.5, 3.5, 4.5, 5.5, 6.5, 7.5, 8.49999, 9.49999)