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(Solved): Drag the "orbitais with electrons" box to the energy scale shown. Your goal in this exercise is to ...





Drag the orbitais with electrons box to the energy scale shown. Your goal in this exercise is to show boron in an sp². hybr
\( \because 2 p_{x} \uparrow \frac{1}{\psi}: \because 2 p_{y} \uparrow \)
\( : 2 p_{y} \frac{1}{1 v} \)
i: \( 2 p_{x}- \)
\(
Drag the "orbitais with electrons" box to the energy scale shown. Your goal in this exercise is to show boron in an sp². hybridized state which is capable of forming 3 bonds with three other atoms. Place orbitals from left to right, in such order: Pz. Py, Px (if any). Place orbitals with two electrons on the left (if any). Empty Pz, Py and Px orbitals must be shown (if any). \( \because 2 p_{x} \uparrow \frac{1}{\psi}: \because 2 p_{y} \uparrow \) \( : 2 p_{y} \frac{1}{1 v} \) i: \( 2 p_{x}- \) \( : \because 2 p_{2} \hat{\uparrow} \quad:: 2 p_{2} \frac{A}{4} \) \( \because 2 p_{z}- \) \( \therefore \operatorname{sp} \frac{A}{\pi} \) \( : i s p-: i s p \uparrow \) \( : * s p^{3}-: i s p^{3} \uparrow \) \( \because: p^{2} \uparrow \quad: s p^{2} \uparrow \) \[ : 2 s \uparrow \quad: 2 s \frac{A}{q} \]


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