Coordination Number and Geometry in Coordinate Compounds Quiz

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What does the coordination number of a coordinate compound indicate?

The total number of ligand atoms surrounding the central metal ion

Why is the concept of coordination number crucial when studying coordinate compounds?

It helps describe the arrangement of neighboring particles around the central metal atom

What is the typical range for common coordination numbers in coordinate compounds?

2 to 8

How does increasing the coordination number beyond 6 affect the likelihood of a coordinate compound existing?

<p>It makes them less stable due to steric hindrance</p> Signup and view all the answers

In a coordinate compound with a coordination number of 4, what geometric shape is associated with this number?

<p>Square planar</p> Signup and view all the answers

How does the coordination number influence a coordinate compound's properties?

<p>It influences stability, reactivity, and geometric shape of the compound</p> Signup and view all the answers

What is the coordination number for a compound exhibiting octahedral geometry?

<p>6</p> Signup and view all the answers

Which compound exemplifies a structure with trigonal bipyramidal geometry?

<p>Nickel hexahydrate, Ni(NH3)5Cl+</p> Signup and view all the answers

In a trigonal bipyramidal arrangement, how many ligands occupy the axial positions?

<p>2</p> Signup and view all the answers

What is the coordination number for a compound in a square planar geometry?

<p>4</p> Signup and view all the answers

Which compound showcases an octahedral coordination geometry?

<p>Potassium ferricyanide, K[Fe(CN)6]</p> Signup and view all the answers

How does coordination number influence bond lengths and angles in coordination compounds?

<p>It affects both bond lengths and angles in coordination compounds.</p> Signup and view all the answers

Study Notes

Understanding Coordinate Compounds through their Coordination Number

Coordinate compounds—also known as complex ions—are a unique class of chemical substances where metal atoms form bonds with various nonmetal species. These bonds arise from the donation of electron pairs from ligands (the nonmetal species) to empty d orbitals of the central metal atom. One crucial aspect when studying coordinate compounds is the concept of coordination number. This parameter helps us understand how many ligand atoms surround the central metal ion and classify different coordinate compounds based on their geometry.

The coordination number can be defined as the total number of neighbors surrounding the central metal atom, including both ligands and other metal centers if applicable. It's useful because it allows us to describe the arrangement of these neighboring particles around the central metal atom, which directly influences the compound's properties such as its stability, reactivity, and geometric shape. Common coordination numbers range between two and eight, although values higher than six become increasingly rare due to steric hindrance.

Let's consider some typical coordination geometries associated with specific coordination numbers:

  • Coordination number = 4: Square planar A square planar geometry occurs when there are four equidistant ligands arranged in a flat plane perpendicular to the z-axis. An example of this type of compound would be tetracyanidochromium(III), Cr(CN)_4^(-).

  • Coordination number = 5: Trigonal bipyramidal In trigonal bipyramidal geometry, five ligands arrange themselves so that three ligands occupy vertices of an equilateral triangle, while the remaining two fill axial positions above and below the triangle. A well-known example of a trigonal bipyramidal structure is the ammine complex of nickel hexahydrate, Ni(NH_3)_5Cl^(+).

  • Coordination number = 6: Octahedral Six equidistant ligands surround the central metal atom, forming an octahedron shape. The most common example of an octahedral geometry in a coordinate compound is potassium ferricyanide, K_[Fe(CN)_6], featuring Fe(II) as the central metal ion.

These examples highlight just a few of the possible arrangements observed across the broad spectrum of coordinate compounds, each one having distinct structural characteristics that influence their chemistry. As we continue exploring this fascinating area of chemistry, understanding the effects of coordination number becomes essential when interpreting bond lengths, angles, and overall molecular geometries, all of which play critical roles in determining physical, optical, and magnetic properties of these intriguing molecules.

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