Solveeit Logo

Question

Question: The group of molecules having identical shapes: A. \[B{{F}_{3}},PC{{l}_{3}},Xe{{O}_{3}}\] B. \[S...

The group of molecules having identical shapes:
A. BF3,PCl3,XeO3B{{F}_{3}},PC{{l}_{3}},Xe{{O}_{3}}
B. SF4,XeF4,CCI4S{{F}_{4}},Xe{{F}_{4}},CC{{I}_{4}}
C. PCl5,IF5,XeO2F2PC{{l}_{5}},I{{F}_{5}},Xe{{O}_{2}}{{F}_{2}}
D. CIF3,XeOF2,XeF3+CI{{F}_{3}},XeO{{F}_{2}},XeF_{3}^{+}

Explanation

Solution

T-shape is a molecular geometry that outcomes when there are 3 bonds and 2 lone pairs across the central atom in the molecule. The atoms bonded to the central atom lie at the ends of a T with 90{{90}^{\circ }} angles between them.

Step by step answer: The group of molecules having identical shape is CIF3,XeOF2,XeF3+CI{{F}_{3}},XeO{{F}_{2}},XeF_{3}^{+} .
In these molecules, the central atom has 2 lone pairs of electrons and 3 bonding domains. The electron geometry is trigonal bipyramidal geometry and the molecules are T shaped.
CIF3CI{{F}_{3}} Chlorine Trifluoride:
These are aligned in a trigonal bipyramidal shape along with a 175{{175}^{\circ }} FF (axial) ClF-Cl-F (axial) bond angle. The two lone pairs take equatorial positions because they command more space than the bonds. The result is a T-shaped molecule.
XeOF2XeO{{F}_{2}}
The hybridization of XeXe in XeOF2XeO{{F}_{2}} is sp3ds{{p}^{3}}d and structure is T-shaped having the 2 lone pairs and oxygen atom in the equatorial position and the two F atoms at the axial position,but if you consider the lone pairs during the determination of the structure then it will be TBP(trigonal bipyramidal).
XeF3+XeF_{3}^{+}Xenon tetrafluoride cation:
XeXe has 8 valence electrons plus 1 for each ClFCl-Fsingle bond less one for the charge Total 10 electrons ,three bond pairs and two lone pairs. Based on trigonal bipyramidal lone pair equatorial , so T-shaped structure.

Hence, the correct option is D. CIF3,XeOF2,XeF3+CI{{F}_{3}},XeO{{F}_{2}},XeF_{3}^{+}.

Note: The term trigonal reveals to us that the general shape is three-sided, similar to a triangle. Assembling the two terms, we can see that a three-sided bipyramidal particle has a trigonal shape with each side being a bipyramid.