On hybridization of one s and one p orbitals we get Two mutually perpendicular hybrid orbitals Two equivalent hybrid orbitals at 180degree Four hybrid orbitals directed tetrahedral Three hybrid orbitals in the plane

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If the following orbital's are hybridized, then the hybridization will be respectively:

(i) One s orbital, two p orbitals (ii) One s orbital, three p orbitals (iii) One s orbital, one p orbital

2 s, 2 p_{x}, 2 p_{y}, 2 p_{z}

s p^{3}

90^{\circ}

s p - d^{2}

90^{\circ}

s p^{2}

120^{\circ}

N - O

{N O}_{3}^{-}

\frac{1}{3}

105^{o}

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