Answer to Question #107899 in Chemistry for c

Question #107899
Please predict the bond angles about the central atom in: Words to choose:bent,trigonometry planar,tetrahedral,trigonal bipyramidal,octahedral,0 non bonding pairs,1 non bonding pairs,2 non bonding pairs,109,5 degrees,120 degrees,180 degrees.Thanks.
. 4)CBr4:____Electron-domain geometry with_____on C.We confidently predict _____angles. 5)TeBr4:_____electron-domain geometry with_____on Te will cause the bond angles to deviate from ideal values.
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Expert's answer
2020-04-06T11:58:38-0400

4) Let's consider the electronic structure of the CBr4 molecule. Its central atom, C, has 4 electrons in its valence shell (you can see this from the Periodic Table, 2s22p2). Therefore, when four bromines share their four electrons with carbon, carbon atom has four electron pairs in the valence shell ( 4 pairs shared with bromines). In VSEPR notation, this molecule is described as AX4, where A is the central atom (carbon) and X is the atom linked to the central atom (four bromines). The electron-domain geometry of AX4 is tetrahedral. For this geometry, the angle is equal to 109.5°.

5) Let's consider the electronic structure of the TeBr4 molecule. Its central atom, Te, has 6 electrons in its valence shell (you can see this from the Periodic Table, 5s25p4). Therefore, when four bromines share their four electrons with tellurium, tellurium atom has five electron pairs in the valence shell ( 4 pairs shared with bromines and 1 non-bonding pair). In VSEPR notation, this molecule is described as AX4E, where A is the central atom (tellurium), X is the atom linked to the central atom (four bromines) and E is the lone pair ( 1 electron pair in this case). The electron-domain geometry of AX4E is trigonal bipyramidal (more exactly, seesaw).

Answer:  4)CBr4: tetrahedral electron-domain geometry with 0 non-bonding pairs on C.We confidently predict 109.5 degrees angles.

5)TeBr4: trigonal bipyramidal (more exactly, seesaw) electron-domain geometry with 1 non-bonding pair on Te will cause the bond angles to deviate from ideal values.


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Comments

Assignment Expert
08.04.20, 20:45

Dear c, Questions in this section are answered for free. We can't fulfill them all and there is no guarantee of answering certain question but we are doing our best. And if answer is published it means it was attentively checked by experts. You can try it yourself by publishing your question. Although if you have serious assignment that requires large amount of work and hence cannot be done for free you can submit it as assignment and our experts will surely assist you.

c
06.04.20, 21:55

thank you so much,may I please ask,I filled it in onto the system but it says I have 1 incorrect?

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