PhyChem LU 1.1
LEARNING UNIT 1: COMPONENTS OF MATTER
1.1 INTRODUCTION TO MATTER
Definition of Matter:
Anything that occupies space, possesses mass, and has volume.
Classification of Matter:
Matter is classified into three states: solids, liquids, and gases.
1.2 STATES OF MATTER
Three States of Matter:
Solids:
Have fixed shape and volume.
Particles are closely packed in a relatively fixed position.
Liquids:
Have fixed volume, but not a fixed shape.
Particles are in close proximity but can move freely.
Gases:
Have neither fixed volume nor shape.
Particles move randomly and freely in three dimensions.
1.3 PHYSICAL PROPERTIES OF MATTER
Characteristics:
Can be observed or measured without altering the composition of matter.
Examples:
Odor, color, density, specific gravity, melting point, boiling point.
Physical Changes:
Changes that affect the appearance but not the composition.
Example of Physical Change: Ice melting.
1.4 CHEMICAL PROPERTIES OF MATTER
Definition:
Related to the capacity or tendency of a substance to undergo chemical reactions.
Examples:
Rusting of iron (reaction with oxygen)
Formation of water from the reaction between hydrogen and oxygen.
1.5 COMPOSITION OF MATTER
Molecules: Can consist of more than one type of element.
Element:
Molecules with only one type of atom.
Compound:
Molecules formed from more than one type of atom that are chemically bonded.
Mixture:
Contains more than one atom, element, or compound mixed physically, not chemically bonded.
1.6 TYPES OF MIXTURES
Heterogeneous Mixtures:
Composition is not uniform throughout; parts are visible and vary in texture and appearance.
Examples: Cement, rocks, oil-water mixture.
Homogeneous Mixtures:
Composition is uniform throughout; parts are not visible.
Examples: Soft drinks, milk, salt water, air.
SUMMARY: COMPOSITION OF MATTER
If homogeneous matter can be separated by physical means, it is a mixture.
If it cannot, it is a pure substance.
If a pure substance can be decomposed, it is a compound.
Methods of Separation:
Physical Separation Methods: Evaporation, filtration, etc.
Chemical Separation Methods: Isolation, electrolysis, etc.
1.2 ELEMENT AND COMPOUND
Element:
A fundamental (pure) substance that cannot be chemically transformed into simpler substances.
Current Knowable Elements: 118 elements as known in the periodic table.
Chemical Symbol: Composed of one or two letters (first letter capitalized).
Examples include H (Hydrogen), He (Helium).
PERIODIC TABLE OF ELEMENTS
Represents organization of elements by increasing atomic number.
Contains various groups such as noble gases, nonmetals, transition metals, and alkali metals.
COMPONDS
Definition:
Compounds consist of two or more elements chemically bonded in defined proportions and can be broken down into simpler substances.
Examples:
Water (H₂O), Glucose (C₆H₁₂O₆).
Processes involving Compounds:
Example A (Combustion): Hydrogen gas burns in oxygen producing water.
Example B (Electrolysis): Water can be decomposed into hydrogen and oxygen by electrical current.
1.3 UNIT OF MEASUREMENT
SI Units (Systeme Internationale):
The modern metric system accepted globally.
SI BASE UNITS
Defined measurements of various quantities in terms of standard units.
TEMPERATURE SCALES
Kelvin & Celsius Relation Formula:
Fahrenheit & Celsius Relation Formula:
PREFIXES IN SI UNITS
SI base units can be adjusted using prefixes to convey larger or smaller measurements.
DERIVED SI UNITS
Examples:
Volume:
SI unit for volume is m³ (cubic meters).
Relation: 1 mL = 1 cm³ = 1 × 10⁻⁶ m³.
1 L = 1000 mL = 1 dm³.
DENSITY
Definition:
Measurement of mass per unit volume.
Derived SI Units: g/cm³ or kg/m³
1.4 UNCERTAINTY IN MEASUREMENT
Numbers in scientific work fall into two categories:
Exact Numbers:
Values known precisely (e.g., 12 eggs in a dozen).
Has zero uncertainty.
Inexact Numbers:
Values with some uncertainty (e.g., measured values subject to error).
ACCURACY AND PRECISION
Accuracy:
Measurements close to the true value.
Precision:
Measurements that are close to each other.
SIGNIFICANT FIGURES
Guidelines for Determining Significant Figures:
Rule 1: Count all digits from left to right starting with the first non-zero digit.
Rule 2: For addition/subtraction, the number of decimal places in the result should match the least in the inputs.
Rule 3: For multiplication/division, the number of significant figures in the output should match that of the input with the fewest.
Rule 4: Rounding occurs such that the last digit is retained and incremented only if the next number is 5 or greater.
1.5 STOICHIOMETRIC
Dalton’s Atomic Theory:
All elements are made of extremely small particles called atoms.
All atoms of a given element are identical (same size, mass, chemical properties).
Atoms of one element cannot transform into another by chemical reactions, neither created nor destroyed.
Compounds form from combinations of more than one element.
The relative number of atoms in compounds remains consistent.
LAWS CONNECTED TO CHEMICAL REACTIONS
Law of Constant Composition:
In a compound, relative numbers and kinds of atoms are consistent; samples must have the same mass composition.
Exception: Isotopes have different mass numbers (e.g., Na⁻³⁵Cl₁⁷, Na⁻³⁷Cl₁⁷).
Law of Conservation of Mass:
Total mass pre- and post-reaction remains constant. Matter cannot be created or destroyed.
Law of Multiple Proportions:
For compounds, the mass of one element that combines with a fixed mass of another element is in a ratio of small whole numbers.
Example:
8.0 g of oxygen combines with 1.0 g of hydrogen for H₂O.
16.0 g of oxygen combines with 1.0 g of hydrogen for H₂O₂ (Ratio: 2:1).
MODERN VIEW OF ATOMIC STRUCTURE
Structure of Atom:
Consists of protons (positively charged), electrons (negatively charged), and neutrons (neutral).
Protons and neutrons exist in the nucleus, which holds most of the atom's mass.
Electrons orbit the nucleus, defining the atom's volume.
SUBATOMIC PARTICLES OF ATOMS
Atomic Definitions:
Atomic Number (Z):
Number of protons in the nucleus.
Mass Number (A):
Number of protons + number of neutrons,
Isotopes:
Atoms of an element with different neutron counts.
PERCENT ISOTOPE ABUNDANCE & AVERAGE ATOMIC MASS
Calculation:
ext{Atomic Mass} = rac{ ext{No. of atoms of isotope}}{ ext{Total no. of atoms of all isotopes}} imes 100 ext{%}
ext{Average Atomic Mass} = rac{ ext{(% Isotope 1)}}{100} imes ext{mass of isotope 1} + rac{ ext{(% Isotope 2)}}{100} imes ext{mass of isotope 2} + …
EXAMPLES OF AVERAGE ATOMIC MASS CALCULATIONS
Example:
Boron Isotopes: 10B (19.91%), 11B (80.09%).
Bromine Isotopes: 78.9Br (50.69%), 80.9Br (49.31%).