Review the key concepts, formulae, and examples before starting your quiz.
🔑Concepts
The Periodic Table is a tabular display of all known chemical elements, organized by increasing Atomic Number ().
Groups are the vertical columns in the table. Elements in the same group have the same number of valence electrons (electrons in the outer shell) and exhibit similar chemical properties.
Periods are the horizontal rows. The period number corresponds to the number of electron shells (energy levels) an atom possesses.
Metals are located on the left side of the staircase line, while non-metals are located on the right side. Metalloids (semi-metals) lie along the boundary.
Group 1 elements are known as Alkali Metals, Group 7 as Halogens, and Group 0 (or 8) as Noble Gases. Noble gases are monatomic and chemically unreactive due to a full outer shell.
Each element is represented by a symbol. For example, Hydrogen is , Helium is , and Sodium is .
📐Formulae
💡Examples
Problem 1:
An atom of Lithium is represented as . Calculate the number of protons, neutrons, and electrons in a neutral Lithium atom.
Solution:
Protons = , Electrons = , Neutrons = .
Explanation:
The atomic number (subscript) is , which equals the number of protons and electrons. The mass number (superscript) is . The number of neutrons is found by , which is .
Problem 2:
Identify the element that has an electronic configuration of and state its Group and Period.
Solution:
Element: Sodium (). Group: . Period: .
Explanation:
The total number of electrons is , which corresponds to the atomic number of Sodium (). Since there is electron in the outermost shell, it is in Group . Since there are shells occupied, it is in Period .
Problem 3:
Explain why Neon (), with an atomic number of , is placed in Group 0.
Solution:
Neon has a full outer shell electronic configuration of .
Explanation:
The first shell holds a maximum of electrons and the second shell holds . Because the outer shell is complete with electrons, is stable and unreactive, placing it in the Noble Gases (Group 0).