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Gecon:DetesHamc:MOLECULAR GEOMETRY PrelPost Laboratory ExerckseUsing the Octet Rule;" write Lewis-dot structures for the following: CH NH, SO;H,oVerbally descr...

Question

Gecon:DetesHamc:MOLECULAR GEOMETRY PrelPost Laboratory ExerckseUsing the Octet Rule;" write Lewis-dot structures for the following: CH NH, SO;H,oVerbally describe electron pair orientation (geometry) ofthe following:sp*d? hybridized orbitalshybridized orbitalssp? hybridized orbitals _sp*d hybridized orbitalsHow many bonding electron pairs are there the following?AX;Ez formula _AX;E formulaHow many orbitals are in set of the following:sp'd? sp'd? hybridized orbitalssp'd'_

Gecon: Detes Hamc: MOLECULAR GEOMETRY PrelPost Laboratory Exerckse Using the Octet Rule;" write Lewis-dot structures for the following: CH NH, SO; H,o Verbally describe electron pair orientation (geometry) ofthe following: sp*d? hybridized orbitals hybridized orbitals sp? hybridized orbitals _ sp*d hybridized orbitals How many bonding electron pairs are there the following? AX;Ez formula _ AX;E formula How many orbitals are in set of the following: sp'd? sp'd? hybridized orbitals sp'd'_ hybridized orbitals _ 'Sp*'d?/ hybridized orbitals sp*d sp'd? hybridized orbitals



Answers

Complete the following table regarding hybridized orbitals: $$ \begin{array}{l|c|c|c} \hline \begin{array}{l} \text { Hybridized } \\ \text { Atomic } \\ \text { Orbitals } \end{array} & \begin{array}{c} p \text { Orbitals Not } \\ \text { Hybridized } \end{array} & \text { Hybridization } & \begin{array}{c} \text { Electronic } \\ \text { Geometry } \end{array} \\ \hline \text { one } s, \text { three } p \text { 's } & - & s p^{3} & \text { tetrahedral } \\ \hline \text { one } s, \text { two } p \text { 's } & & s p^{2} & \\ \hline & 2 p & & \text { linear } \\ \hline \begin{array}{l} \text { one } s, \text { three } \\ p \text { 's, one } d \end{array} & - & & \\ \hline & & & \\ \hline \end{array} $$

So we're gonna have two sections. This problem first, the bonding and then the answer bombing. So if we look at our two Adams kind spaced apart like this, we know that pure riddles are these kind of figure eight guys. And in this case, we want something perpendicular to the bonding actions. The bunny accesses this. They want something, you know. It's going left and right. We wanted drops. Me going up and down. I'm for pure metals. We need to remember that we always shade in half of them to indicate that one side's positives on one side is negative. And for a bonding, we went the maximum amount of overlap between the same color. So we want to make sure that we've got cheated this way or you could do it. The exact opposite way, as long as the same color are both top and bottom. So then we move these atoms together. We see that day Syrian bond between them. Here, the two top parts overlap, and the two bottom part's overlap is well, and Cal's like this thick in, you're like, widened out. Figure eight for anti bonding. Really start, you know, pretty similar manner Picard to pee or bubbles you can color one in arbitrarily and at this time for anti bonding. We want to maximize the amount of love different colored overlap. So in this case, we need the top to be negative on the right and the top to be cause of on the left, the same thing on the bottom. So we move these guys closer together. What we're going to see is that both of these orbital's kind of shrink up towards the middle so the middle is where they're going. They would be interacting or they are interacting, but they're cancel each other out, and then they also do the same thing on the bottom. So it kind of looks like they've been like blown backwards, which is just a consequence of the inner parts or canceling out all the other parts. Aren't theater parts get trunk? The other part remains the same size S o. This is bonding here, never here. We have anti bonding on the last part of this question. Mentions of these air, the pz and they want to know how the p y with look to indicate that the p wire also perpendicular if the bonding axis, but they're also permanent years these PC or pickles? So on a two dimensional surface that's very hard to visualize three D space and essentially would be like if he took your computer screen and he just faced it such face down on the table. So we're going to look the exact same. Just there going to be rotated fifty. Start ninety degrees in and out of the board.

So in this problem, we want to look at the bonding and anti bonding molecular orbital's resulting from a homo nucular. Two pz orbital's. And so we'll start with our homeland. Nuclear die atomic. So homo nuclear meaning that these are the same Adam tight. We'll draw our two pz orbital's, and so I'll just draw lines here to indicate the phase. And so then we'll turn these into our molecular orbital's first will draw bonding. And so this will be a pie orbital, and it's going to look like this with this low about a face. And then I'll draw the anti bonding orbital. And so that's going to look like this where the out of phase lobes are opposite each other. And so all this is a pie, anti bonding or pie star. And so these air what the bonding and anti bonding orbital's look like from the result of two pz. If we were to do to pee, why they look exactly the same except they will be rotated by 90 degrees. Um, so imagine these on these bonding orbital's. If the top one is in the screen and the bottom one is out of the screen, Ah, than those would be representative of the two p. Why

Went to and to visit on our better. Combining the side by side orientation in a home alone Nuclear die atomic molecule to molecule arbutus reform, bonding and anti bonding diagram is mhm. Yeah, right. And in case of anti building Yeah. Sorry. So the conclusion is then this molecular weight is different from those are obtained from Toby y orbiters only in the angle orientation There is a scientifically difference between the two sets off molecular writers. There is no other difference between them and both that identical.

Orientation in a harmonic die atomic molecule to molecular bodies are formed bonding and anti bonding. Thanks. These two things to or what is there to visit or better look in case of anti bonding. Okay, okay. Yeah, yeah. In case of an anti bonding this took by Beister toe your bodies are formed and in case off bonding Yeah, so mhm. Look in case of bonding Try to be all right reserved for like this should So this thesis more glory What is different? Different from those obtained from PV over It is only in the angle of orientation There is. There is a 90 degree difference and energetically anger difference between the two sets of molecular or waiters. There is no other difference between them and both the identical


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