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Flashcards in this deck (101)
  • Who is the presenter of the MCAT General Chemistry chapter zero video?

    • Imani
    presenter video
  • What is the purpose of chapter zero in the MCAT General Chemistry playlist?

    • Provide background information and a quick refresher of important chemistry terms and concepts
    purpose overview
  • Which major topics does chapter zero say it will cover?

    • Units of measurement and metric prefixes
    • Temperature
    • Classification of matter (solid, liquid, gas)
    • Subatomic particles (protons, neutrons, electrons)
    • Atomic mass vs atomic weight
    • Basic stoichiometry
    topics overview
  • How many subsequent chapters does the presenter say will follow chapter zero?

    • 12 chapters
    playlist structure
  • Why are units important in chemistry measurements?

    • Because chemistry involves experimentation and measurement
    • Units are needed to communicate those measurements
    chemistry measurement
  • What unit system is agreed upon among scientists?

    • The SI system (based on the metric system)
    units si
  • How many base units are in the SI system?

    • Seven
    si units
  • What are derived units in the SI system?

    • Units obtained by combining the SI base units
    si derived
  • How must every measurement be expressed?

    • Every measurement must be expressed in appropriate units
    measurement units
  • What two activities in chemistry make attention to units important?

    • Experimentation
    • Measurement
    chemistry practice
  • What is the SI base unit for mass and its abbreviation?

    • kilogram, abbreviated kg
    si mass units
  • What is the SI base unit for length and its abbreviation?

    • meter, abbreviated m
    si length units
  • What is the SI base unit for time and its abbreviation?

    • second, abbreviated s
    si time units
  • What is the SI base unit for temperature and its abbreviation?

    • Kelvin, abbreviated K
    si temperature units
  • What is the SI base unit for electric current and its abbreviation?

    • Ampere, abbreviated A
    si electric units
  • What is the SI base unit for amount of substance and its abbreviation?

    • mole, abbreviated mol
    si chemistry units
  • What is the SI base unit for luminous intensity and its abbreviation?

    • candela, abbreviated cd
    si light units
  • What does the metric prefix 'kilo' represent as a power of ten?

    • kilo = \(10^3\)
    metric prefixes kilo
  • What does the metric prefix 'milli' represent as a power of ten?

    • milli = \(10^{-3}\)
    metric prefixes milli
  • What does the metric prefix 'micro' represent as a power of ten?

    • micro = \(10^{-6}\)
    metric prefixes micro
  • What does the metric prefix 'nano' represent as a power of ten?

    • nano = \(10^{-9}\)
    metric prefixes nano
  • To which types of SI quantities can metric prefixes be added?

    • Length, mass, or time
    metric si units
  • How is a typical human cell size expressed using a metric prefix instead of meters?

    • A human cell is about 1 to 10 micrometers (1–10 μm)
    cells examples micro
  • What does the metric prefix 'micro' represent in powers of ten according to the text?

    The prefix 'micro' represents \(1\times 10^{-6}\).

    units metric
  • In the example given, moving the decimal six places for \(1\times 10^{-6}\) produces which numeric value in meters?

    Moving the decimal six places yields 0.0000001 meters (as stated in the example).

    units conversion
  • Why are metric prefixes used according to the text?

    Metric prefixes make it easier to refer to different values of length, mass, or time.

    units metric
  • How does the text define temperature at the molecular level?

    Temperature correlates with the average kinetic energy of the constituent particles of a substance.

    thermodynamics temperature
  • What direction does heat flow between two objects with different temperatures?

    Heat will spontaneously flow from regions of higher temperature to regions of lower temperature.

    thermodynamics heat
  • Since when have thermometers been used to quantify the temperature of substances?

    Since the 18th century.

    thermometry history
  • Name three well-known temperature scales.

    • Fahrenheit
    • Celsius
    • Kelvin
    temperature scales
  • On the Celsius scale, what are the freezing and boiling points of water?

    • Freezing point: 0 °C
    • Boiling point: 100 °C
    celsius temperature
  • On the Fahrenheit scale, what are the freezing and boiling points of water?

    • Freezing point: 32 °F
    • Boiling point: 212 °F
    fahrenheit temperature
  • What is the basis for both the Fahrenheit and Celsius temperature scales?

    Both scales are based on the phase changes of water.

    temperature scales
  • What is the Kelvin scale used for?

    • The Kelvin scale is most commonly used for scientific measurement
    • It is one of the SI base units
    temperature si
  • What is absolute zero according to the Kelvin scale?

    • Absolute zero is the zero reference point on the Kelvin scale, the theoretical temperature at which there is no thermal energy.
    absolute-zero thermodynamics
  • What freezing point of water is given on the Kelvin scale in the text?

    • The freezing point of water is 373 Kelvin
    water kelvin
  • How do you convert Fahrenheit to Celsius?

    • Celsius = \(\tfrac{5}{9}\times(\text{Fahrenheit} - 32)\)
    conversion ftoc
  • How do you convert Celsius to Fahrenheit?

    • Fahrenheit = \(\tfrac{9}{5}\times(\text{Celsius}) + 32\)
    conversion ctof
  • How do you convert Celsius to Kelvin?

    • Kelvin = Celsius + 273
    conversion ctok
  • What is the definition of matter?

    • Matter is anything occupying space and having mass.
    matter definition
  • What are the three main states of matter mentioned?

    • Solid
    • Liquid
    • Gas
    states matter
  • Does a thermometer directly measure temperature or something else?

    • A thermometer gauges the volume of the substance it contains, not temperature directly.
    temperature thermometer
  • How do common liquid thermometers indicate temperature changes?

    • They use expansion and contraction of a liquid (e.g., mercury) so the liquid column rises or falls with temperature.
    thermometer thermal
  • What does the rise or fall of the liquid column in a thermometer correspond to?

    • The rise or fall corresponds to shifts in temperature; temperature is inferred by working backwards from the liquid level.
    thermometer measurement
  • How are the particles arranged in a solid?

    • Tightly packed particles in a fixed structure
    states matter solids
  • How are the particles arranged in a liquid?

    • Closely packed particles that can flow and change shape
    states matter liquids
  • How are the particles arranged in a gas?

    • Widely spaced particles that move freely
    states matter gases
  • Into what two broad categories can matter be divided?

    • Mixtures
    • Pure substances
    matter classification
  • What is a mixture?

    • A physical combination of two or more substances where each retains its individual particles
    mixtures definitions
  • What are the two types of mixtures mentioned?

    • Heterogeneous mixtures
    • Homogeneous mixtures
    mixtures types
  • What defines a heterogeneous mixture?

    A mixture with visibly different components or phases that can be physically separated.

    mixtures heterogeneous
  • Give an example of a heterogeneous mixture from the text.

    • Sand and water
    examples heterogeneous
  • What defines a homogeneous mixture (solution)?

    A mixture with a consistent composition throughout where distinct components are not visibly separate.

    mixtures homogeneous solutions
  • Give an example of a homogeneous mixture from the text.

    • Salt dissolved in water
    examples homogeneous
  • How can homogeneous mixtures be separated into pure substances?

    By physical methods such as distillation.

    separation homogeneous
  • What is a pure substance?

    A substance with a uniform and definite composition.

    matter pure
  • How are pure substances classified?

    They are classified into elements and compounds.

    classification matter
  • What is an element?

    A substance consisting of only one type of atom that cannot be decomposed into simpler substances by chemical means.

    element definition
  • Give four examples of elements mentioned.

    • Hydrogen
    • Carbon
    • Oxygen
    • Gold
    examples elements
  • How are elements organized on the periodic table?

    They are listed based on their atomic number.

    periodic atomic-number
  • What is a compound?

    A pure substance formed from two or more elements chemically bonded in fixed proportions with properties different from its elements.

    compound definition
  • What example of a compound is given and its composition?

    Water: \(H_2O\), containing hydrogen and oxygen in a two-to-one ratio.

    compound water
  • What can compounds be broken down into and by what methods?

    • Compounds can be broken down into simpler substances
    • By chemical methods
    chemistry compounds
  • What are elements described as in relation to matter?

    • Elements are the building blocks of matter
    chemistry elements
  • How is an atom defined in the text?

    • The smallest unit of ordinary matter that forms a chemical element
    chemistry atoms
  • What particles compose an atom according to the text?

    • A nucleus made of protons and neutrons
    • Electrons that orbit the nucleus
    chemistry atomic-structure
  • Which subatomic particles form the nucleus?

    • Protons and neutrons form the nucleus
    chemistry nucleus
  • What is an atom?

    An atom is the smallest identifiable unit of an element and is a neutral particle.

    atomic definition
  • What composes the nucleus of an atom?

    The nucleus is formed by protons and neutrons.

    nucleus structure
  • Where are electrons located in an atom?

    Electrons move around (orbit) the positively charged nucleus.

    electrons structure
  • What is the electric charge of a proton?

    A proton is a subatomic particle with a positive electric charge.

    proton charge
  • What are the electric charges of neutrons and electrons?

    • Neutron: no electric charge
    • Electron: negative electric charge
    neutron electron charge
  • What describes the overall structure of an atom?

    An atom is mostly empty space with a very tiny, very dense nucleus.

    atomicstructure chemistry
  • Name the three primary subatomic particles in an atom.

    • Proton
    • Neutron
    • Electron
    subatomic chemistry
  • What are the electric charges of proton, neutron, and electron?

    • Proton: positive charge
    • Neutron: no (neutral) charge
    • Electron: negative charge
    charge physics
  • What are the approximate masses (in kilograms) of the proton, neutron, and electron?

    • Proton: \(1.672\times 10^{-27}\ \text{kg}\)
    • Neutron: \(1.674\times 10^{-27}\ \text{kg}\)
    • Electron: \(9.109\times 10^{-31}\ \text{kg}\)
    mass units
  • What is the electric charge of a proton?

    • +1; \(1.602\times10^{-19}\) Coulombs
    atomic protons charge
  • What is the electric charge of a neutron?

    • 0; no net charge
    atomic neutrons charge
  • What is the electric charge of an electron?

    • -1; \(-1.602\times10^{-19}\) Coulombs
    atomic electrons charge
  • How does an electron's energy relate to its distance from the nucleus?

    • Electrons closer to the nucleus are at lower energy levels; electrons further away occupy higher energy shells
    atomic electrons energy
  • Name the three critical numerical descriptors that define atomic structure.

    • Atomic number
    • Mass number
    • Atomic weight
    atomic structure
  • What is the atomic number (Z) of an atom?

    The count of protons in the nucleus of an atom.

    atomic number
  • Which symbol is used to denote the atomic number?

    • Z
    notation atomic
  • What fundamental property does the atomic number determine for an atom?

    The chemical identity of the atom.

    chemical identity
  • How many protons does an oxygen atom have?

    All oxygens have 8 protons in their nucleus.

    oxygen example
  • What is the mass number (A) of an atom?

    The mass number (A) is the total number of protons and neutrons in an atom.

    atomic mass-number
  • How is an atomic species commonly notated using mass number, atomic number, and symbol?

    • mass number A
    • atomic number Z
    • elemental symbol X

    Example: ¹⁶₈O

    notation isotopes
  • What is the atomic number (Z) of an atom?

    The atomic number (Z) is the number of protons in an atom.

    atomic atomic-number
  • How is an element defined in terms of atomic number?

    An element is a substance whose atoms all have the same atomic number.

    element definition
  • Express the relationship between mass number, protons, and neutrons.

    The mass number equals the number of protons plus neutrons: \(A = \text{protons} + \text{neutrons}\).

    relationship mass-number
  • What defines an element?

    • A substance whose atoms all have the same atomic number (Z)
    chemistry elements
  • How do you calculate the number of neutrons in an atom?

    • Number of neutrons = mass number (A) − atomic number (Z)
    chemistry isotopes
  • How is the notation \({A}_{Z}X\) interpreted?

    • A is the mass number (protons + neutrons); Z is the atomic number (protons); X is the elemental symbol
    chemistry notation
  • Using \({}^{16}_{8}O\), how many protons and neutrons does oxygen have?

    • Protons = 8; Neutrons = 16 − 8 = 8
    chemistry example
  • How is the number of neutrons in a nucleus calculated?

    • Number of neutrons = \(A - Z\)
    neutrons formula
  • How is an atom commonly notated using A, Z, X?

    • Mass number A, atomic number Z, elemental symbol X (e.g., ¹⁶₈O)
    notation a z x
  • Using the example ¹⁶₈O, how many protons does oxygen have?

    • 8 protons (atomic number Z = 8)
    oxygen protons example
  • Using the example ¹⁶₈O, how many neutrons does oxygen have?

    • 8 neutrons (16 − 8 = 8)
    oxygen neutrons example
  • What is an atom's atomic number (Z)?

    The atomic number (Z) is the number of protons in an atom.

    atomic-structure atomic-number
  • What is an atom's mass number (A)?

    The mass number (A) is the total number of protons plus neutrons in an atom.

    atomic-structure mass-number
  • In the nuclear notation ¹⁶₈O, what do the superscript and subscript represent?

    • Superscript (16) is the mass number A
    • Subscript (8) is the atomic number Z
    notation isotopes
Study Notes

Overview

  • Concise refresher for MCAT General Chemistry: units, temperature, classification of matter, subatomic particles, atomic descriptors, and a brief note on stoichiometry.

SI base units (must-know)

  • Science uses the SI system; seven base units: kilogram (kg), meter (m), second (s), Kelvin (K), Ampere (A), mole (mol), candela (cd).
  • Derived units combine base units (e.g., density = mass/volume).

Metric prefixes (common examples)

  • kilo: \(10^{3}\) (k)
  • milli: \(10^{-3}\) (m)
  • micro: \(10^{-6}\) (\mu)
  • nano: \(10^{-9}\) (n)
  • Example: a human cell ≈ 1–10 micrometers = \(1\)\(10\ \mu\mathrm{m}\).

Temperature: meaning and scales

  • Temperature (thermodynamics): measure of the average kinetic energy of particles; heat flows from higher to lower temperature.
  • Common scales:
  • Celsius (°C): water freezes at \(0\,^{\circ}\mathrm{C}\), boils at \(100\,^{\circ}\mathrm{C}\).
  • Fahrenheit (°F): freeze \(32\,^{\circ}\mathrm{F}\), boil \(212\,^{\circ}\mathrm{F}\).
  • Kelvin (K): absolute scale; SI base unit. Absolute zero is \(0\,\)K.

Conversion formulas (use MathJax)

  • Celsius from Fahrenheit: \(C = \dfrac{5}{9}(F - 32)\)
  • Fahrenheit from Celsius: \(F = \dfrac{9}{5}C + 32\)
  • Celsius to Kelvin (scientifically precise): \(K = C + 273.15\)
  • Note: the lecture stated \(+273\), but the accurate value is \(+273.15\).

How thermometers work (brief)

  • Most thermometers measure the expansion of a material (e.g., mercury or alcohol) and map that expansion to temperature.

Classification of matter

  • Matter: anything with mass and volume; commonly in three states: solid, liquid, gas (plasma ignored here).
  • Solids: tightly packed particles, fixed shape.
  • Liquids: close particles, flow and change shape.
  • Gases: well-separated particles, free motion.

Composition: mixtures vs pure substances

  • Mixtures: physical combinations of substances; components retain identity.
  • Heterogeneous: visible different parts (e.g., sand + water); separable physically.
  • Homogeneous (solutions): uniform composition (e.g., salt in water); separable by physical methods like distillation.
  • Pure substances: uniform, definite composition.
  • Elements: one type of atom; cannot be chemically decomposed (e.g., O, C, Au).
  • Compounds: two or more elements chemically bonded in fixed ratios (e.g., H₂O); can be chemically decomposed.

Atomic structure: protons, neutrons, electrons

  • Atoms: mostly empty space with a small, dense nucleus (protons + neutrons) and electrons surrounding it.
  • Subatomic particle properties (approximate):
  • Proton: mass \(m_p \approx 1.672\times10^{-27}\ \mathrm{kg}\), charge \(+1.602\times10^{-19}\ \mathrm{C}\) (charge +1).
  • Neutron: mass \(m_n \approx 1.674\times10^{-27}\ \mathrm{kg}\), charge \(0\).
  • Electron: mass \(m_e \approx 9.109\times10^{-31}\ \mathrm{kg}\), charge \(-1.602\times10^{-19}\ \mathrm{C}\) (charge −1).
  • Electrons occupy shells/energy levels; closer electrons have lower energy.

Atomic descriptors: atomic number, mass number, isotopes

  • Atomic number (\(Z\)): number of protons; defines the element.
  • Mass number (\(A\)): total protons + neutrons.
  • Nuclear notation: \(^{A}_{Z}X\) (example: \(^{16}_{8}\mathrm{O}\)).
  • Number of neutrons: \(N = A - Z\) (e.g., oxygen-16: \(N = 16 - 8 = 8\)).
  • Atomic weight / average atomic mass: weighted average of isotopic masses; for isotopes with masses \(m_i\) and fractional abundances \(f_i\):

\(\(\bar{m} = \sum_i f_i m_i\)\)

Stoichiometry (intro)

  • Stoichiometry connects mass, moles, and molecular amounts using balanced chemical equations.
  • Basic mole relation: \(n = \dfrac{m}{M}\) where \(n\) = moles, \(m\) = mass, \(M\) = molar mass.

Quick examples / reminders

  • Convert \(98\,^{\circ}\mathrm{F}\) to Celsius: \(C = \dfrac{5}{9}(98 - 32) = \dfrac{5}{9}(66) = 36.7\,^{\circ}\mathrm{C}\) (approx).
  • Notation reminder: for an atom written \(^{A}_{Z}X\), \(Z\) fixes the element; changing \(A\) gives isotopes.

Study tips

  • Memorize SI base units and common prefixes (k, m, \mu, n).
  • Practice temperature conversions until formulas are second nature.
  • Be fluent converting between mass ↔ moles using molar mass.
  • Familiarize with subatomic masses/charges; use relative charges (+1, 0, −1) first, then absolute values if needed.