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electron-pair geometry is octahedral with no LPs and the molecule geometry is octahedral

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Q: Geometry for P in PCl6-
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Is PCl6 polar?

Yes, PCl6 is a polar molecule. While the individual P-Cl bonds are polar due to the electronegativity difference between phosphorus and chlorine, the overall molecular geometry of PCl6 (octahedral) results in a net dipole moment, making it a polar molecule.


What is the bond angle for PCL6-?

The bond angle for PCl6- (hexachlorophosphate ion) is approximately 90 degrees due to its octahedral geometry, where the central phosphorus atom is surrounded by six chlorine atoms.


What is structure of pcl5 in solid state?

In the solid state, PCl5 adopts a crystal lattice structure consisting of PCl4+ and PCl6- ions. The PCl4+ ions consist of a central phosphorus atom surrounded by four chlorine atoms, with a distorted tetrahedral geometry. The PCl6- ions consist of a central phosphorus atom surrounded by six chlorine atoms in a trigonal bipyramidal geometry.


Is PCl6 - polar or non polar?

PCl6- is a nonpolar molecule. This is because the molecule has an octahedral geometry with six identical P-Cl bonds arranged symmetrically around the central phosphorus atom. The electronegativity difference between phosphorus and chlorine is not significant enough to create a dipole moment, resulting in a nonpolar molecule.


What was the history of the coordinate geometry?

n[p


What is an example of an inverse in Geometry?

~e → p


What hybrid orbitals are used by phosphorus in PCl6?

Phosphorus in PCl6 uses sp3d2 hybrid orbitals, which involve one 3s orbital, three 3p orbitals, and two 3d orbitals. This hybridization allows phosphorus to form six sigma bonds with the six chlorine atoms in PCl6.


What is Electron pair geometry for P in PF6?

octahedral


Words in geometry that starts with p?

parallelogramperimeterpentagonprismproofprotractorPythagorean Theorem


Definition of conditional statement in geometry?

A conditional statement is much like the transitive property in geometry, meaning if: P>Q and ~N>P then you can conclude: if ~N>Q


What is the law f detachment?

Law of Detachment states if p→q is true and p is true, then q must be true. p→q p therefore, q Ex: If Charlie is a sophomore (p), then he takes Geometry(q). Charlie is a sophomore (p). Conclusion: Charlie takes Geometry(q).


Is it safe to assume perpendicularity in geometry?

No. You have to solve it by logic. p: