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The molecular geometry can be determined by various spectroscopic methods and diffraction methods.
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Did the Egyptians use geometry for boundaries?
The Egyptians used geometry to determine their boundaries. truefalsecannot be determined
Do all bent molecules have the same geometry?
No they do not.
What is the electron geometry of the molecules PF3 and PF5?
trigonal planar
Why is circle important in geometry?
Because it contains all the geometrical features applicable to geometry from the properties of a triangle and other polygons to the mystery of pi which has never been finally determined.
What does the word geometric mean?
In mathematics, is a type of mean or average.
What does CBD stand for in geometry?
cannot be determined
Did the Egyptians use geometry for boundaries?
The Egyptians used geometry to determine their boundaries. truefalsecannot be determined
Do all bent molecules have the same geometry?
No they do not.
What is hybridization of methane?
sp3- tetrahedral- note that geometry of molecules indicates hybridisation NOT hybridisation indicates geometry
What is the role of geometry in chemistry?
All chemical compounds have a geometrical structure; the study of molecules geometry is called stereochemistry.
What is the electron geometry of the molecules PF3 and PF5?
trigonal planar
If halogen atoms replaced hydrogen atoms in the molecules would the geometry of the molecules change?
Ya yo
What does the VSEPR theory describes?
VSEPR is valence spin electron pair repulsion, and helps in describing the electron domain geometry and the molecular geometry of a substance.
Which molecule has a tetrahedral molecular geometry?
There are many, but the most common is methane (CH4).
What determine the electron group geometry of a molecule?
the thing that determines it is the type of molecules that are in the substance
What is the molecular geometry of NBr3?
BentThe Molecular geometry is Bent because of the 109.5 degree angle and the extra lone pairs
Why is circle important in geometry?
Because it contains all the geometrical features applicable to geometry from the properties of a triangle and other polygons to the mystery of pi which has never been finally determined.
