Finally,the orientations of each orbital in 3-D space are given by the magntic quantum number ml. This number depends on the value of l such that ml= -l,...0,...+l.thus,when l = 0,ml = 0. There is only one value,or only one possible orientation in 3-D space for s-orbitals.That stands to reason,since they are spherical.In the case of p-orbitals l=1 ,so ml = -1,and +1.Therefore,there are three possble orientations in 3-D space for p-orbitals,namely along the x,y, and z axes of the Cartesian coordinate system. More specifically, those orbitals are designated as px,py,and pz respectively
finally, the orientations of each orbital in 3-d space are given by the magntic quantum number ml. this number depends on the value of l such that ml =-l, ... 0, ... l.thus, when l = 0, ml = 0. there is only one value, or only one possible orientation in 3-d space for s-orbitals.that stands to reason, since they are spherical.in the case of p-orbitals l = 1, so ml = -1, and 1. . therefore,there are three possble orientations in 3-d space for p-orbitals, namely along the x, y, and z axes of the cartesian coordinate system. more specifically, those orbitals are designated as px, py, and pz respectively.
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Finally,the orientations of each orbital in 3-D space are given by the magntic quantum number ml. This number depends on the value of l such that ml= -l,...0,... l.thus,when l = 0,ml = 0. There is only one value,or only one possible orientation in 3-D space for s-orbitals.That stands to reason,since they are spherical.In the case of p-orbitals l=1 ,so ml = -1,and 1.Therefore,there are three possble orientations in 3-D space for p-orbitals,namely along the x,y, and z axes of the Cartesian coordinate system. More specifically, those orbitals are designated as px,py,and pz respectively
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Finally, the orientations of each orbital in 3-space are given by the magntic D quantum number ml. This number depends on the value of l such that ml = -L, ... 0, ... l.thus, when L = 0, ml = 0. There is only one value, or only one possible orientation in 3-D space for S-orbitals. That stands to reason, since they are spherical. In the case of P-orbitals L = 1, ml = so-1, and 1. Therefore,there are three orientations possble in 3-D space for P-orbitals, namely along the X, Y, and Z of the axes Cartesian coordinate system. More specifically, those orbitals are designated as px, py, and pz respectively
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