Chemistry Cumulative Final – Flashcards
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variables- |
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quantities that have more that one value |
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density= |
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mass/volume |
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Precision- |
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how close the measurements in a series are to each other |
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Accuracy- |
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how close each measurement is to the actual value |
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Aqueous Solutions: |
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Solutions in which water is the solvent |
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Precipitation: |
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reactions in which insoluble substances are produced |
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Acid-Base: |
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reactions between acids and bases |
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Oxidation-Reduction: |
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reactions which result in a change in oxidation state |
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Strong Electrolyte: |
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Compounds that completely dissociate in to their ions in H2O |
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Nonelectrolyte: |
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Compounds that do not dissociate in to their ions in H2O. |
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Most molecular compounds that dissolve in H2O are ____ |
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nonelectrolytes. |
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Weak Electrolyte: |
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A molecular substance in whose aqueous solution some of the molecules react with H2O to form ions, but where some do not |
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Acids: |
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A substance that ionizes in water to produce H+ ions. |
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Bases: |
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A substance that ionizes in water to produce OH- ions. |
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Titration: |
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one solution of known concentration is used to determine the concentration of another solution through a monitored reaction. |
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Oxidation Number: |
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The charge of an atom in a molecule or ion |
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Each element in its pure form has the oxidation number of __ |
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0 |
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For monoatomic ions, the oxidation number is = |
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to the charge of the ion. Sodium ion Na+1, Calcium ion Ca+2 |
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fluorine always has an oxidation number of __ |
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-1. |
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The oxidation number of O is ___ |
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-2 |
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Oxidation: |
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Loss of Electrons, oxidation number increases |
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Reduction: |
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Gain of Electrons, oxidation number decreases (or is reduced) |
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Oxidizing Agent: |
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Compound responsible for the oxidation, but is itself reduced |
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Reducing Agent: |
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Compound responsible for the reduction, but is itself oxidized |
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Combination reactions: |
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two or more reactants form one product: X + Y a Z |
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Boyle’s Law: |
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The Compressibility of Gases (when moles and temp are constant) |
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Pressure is inversely proportional to ___ |
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volume |
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As pressure increases, the volume ____ |
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decreases |
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Boyle’s Law Equation |
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P1V1= P2V2 |
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Charles Law: |
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if a given quantity of gas is held at a constant pressure, its volume is directly proportional to the Kelvin temperature |
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Volume is proportional to ____ |
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temperature |
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As temperature increases, the volume ___ |
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increases |
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Charles Law Equation |
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V1/ T1 = V2/ T2 |
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General Gas Law or Combined Gas Law Equation |
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P1 V1/ T1 = P2V2 / T2 |
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Avogadro’s Hypothesis: |
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the volume of a gas at a given temperature and pressure is directly proportional to the amount of gas in moles. |
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Standard molar volume: |
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1 mol of gas occupies 22.414 L |
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Standard Temperature and Pressure (STP) : |
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0 oC or 273.15 K and 1atm |
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The Ideal Gas Law Equation |
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PV = nRT |
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The Density of Gases Equation |
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d= m/v= PM/RT |
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Partial Pressure: |
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the pressure of each gas in the mixture |
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Dalton’s Law of Partial Pressure: |
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the pressure of a mixture of ideal gases is the sum of the partial pressures of the different gases in the mixture. |
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Effusion: |
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the movement of a gas through a tiny opening in a container into another container where the pressure is very low. |
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Graham’s Law: |
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The rate of effusion of a gas is inversely proportional to the square root of the mass of its particles. |
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The First Law of Thermodynamics |
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The energy change for a system is the sum of the energy transferred as heat between the system and its surroundings and the energy transferred as work between the system and its surroundings. |
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The First Law of Thermodynamics Equation |
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?E= q + w |
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?E= |
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Change in energy content |
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q = |
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Energy transferred as heat to or from the system |
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w = |
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Energy transferred as work to or from the system |
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Enthalpy: |
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Is the thermodynamic function defined by H. It is equal to the amount of energy transferred as heat at a constant pressure. |
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If ?H is negative, energy is transferred as heat from the system to the surroundings. |
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Exothermic. |
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If ?H is positive, energy is transferred as heat from the surroundings to the system. |
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Endothermic. |
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Specific Heat Capacity: |
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The energy transferred as a heat that is required to raise the temperature of 1 grams of a substance by 1 kelvin (when heating or cooling) |
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Specific Heat Capacity Equation |
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q = C x m x ?T |
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C = |
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specific heat capacity, units in J/g*K |
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m = |
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mass of the substance |
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?T = |
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change in temperature |
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Thermal Equilibrium: |
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When two objects which were once at different temperatures, reach the same temperature |
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Calorimetry: |
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The method by which the energy evolved or required as heat in a chemical of physical process is measured. |
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Calorimetry Equations |
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qr + qsolution = 0 qsolution = Csolution x msolution x ?T |
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Standard Molar Enthalpies of Formation ?fHo : |
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The enthalpy change for the formation of 1 mol of a compound directly from its component elements in their standard states. |
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Standard Molar Enthalpies of Formation ?fHo Equation |
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?rHo= ? ?fHo(products) - ? ?fHo(reactants) |
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Electromagnetic Radiation: |
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Characterized by wavelength and frequency and includes light, microwaves, television and radio signals x-rays, and other forms of radiation |
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Plank: |
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Assumed that the EMR emitted was caused by vibrating atoms called oscilators. And if each oscilator had a frequency, and the emitted radiation had a certain energy, the following eqn could be written. |
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Plank's Equations |
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E= nh? E= h? |
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Plank's Constant |
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h = 6.6260693 x 10 -34 J*s |
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Einstein: |
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Photoelectric Effect: electrons are ejected when light strikes the surface of a metal. |
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The 4 visible lines in the spectrum of hydrogen are now known as the_____ |
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Balmer series. |
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If n = 3 the wavelength of the ___ line in the Hydrogen spectrum is obtained |
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red |
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If n = 4 the wavelength of the ____ line is obtained |
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green |
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If n = 5 and 6 the wavelength of the ___ lines are obtained |
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blue |
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deBroglie: |
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Proposed that matter which was normally considered a particle, could also exhibit wave properties. Previously for light in the photoelectric effect. |
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Bohr Model: |
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That both the energy and the location for the electron in the hydrogen atom can be described accurately |
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Heisenberg: |
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Determined that for an object such as an electron in an atom, it is impossible to determine accurately both its position and its energy. |
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Heisenberg Uncertainty Principle: |
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any attempt to determine accurately either the location or the energy will leave the other uncertain. |
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Schrodinger: |
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Developed quantum mechanics or wave mechanics. Uses mathematical eqns of wave motion to generate wave functions which are used to describe a electrons in the atom. |
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Paramagnetic: |
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Elements or compounds that have unpaired spins and are attracted to magnets. |
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Diamagnetic: |
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Substances in which all the electrons are paired (with 2 electrons in each pair, having opposite spins) experience a slight repulsion when subjected to a magnet |
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Pauli Exlusion Principle: |
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No two electrons can have the same set of quantum numbers. No more than two electrons can be in an atomic orbital. |
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Aufbau Principle: |
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The procedure in which electrons are assigned to orbitals. |
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Ionization Energy: |
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The energy required to remove an electron from an atom in the gas phase. |
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Electron Affinity: |
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The energy change for a process in which an electron is acquired by the atom in the gas phase or “how bad an atom wants an electron.” |
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Trends in Ion Sizes: |
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The trends are the same down a periodic group as for neutral atoms. Positive and negative ions increase in size, but they are much smaller and larger than the neutral atoms, respectively. |
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Isoelectronic Ions: |
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Ions that have the same number of electrons (but different number of protons). N-3, O-2, F-, Na+,and Mg+2 |
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Ionic bond: |
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forms when one of more valence electrons is transferred from one atom to another. Produces a positive and negative ion. The “bond” is the attraction between the ions |
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Covalent bond: |
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forms by the sharing of valence electrons between atoms. |
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Lattice Energy: |
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D Holattice the enthalpy change that occurs when 1 mol of ionic solid separates into gaseous ions. |
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Coulombs Law: |
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electrostatic energy between two charges is directly proportional to the product of their magnitudes and inversely proportional to the distance between them. |
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Electrostatic energy = |
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(Cation charge x Anion charge) / (Cation radius + Anion radius) |
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Bond Length: |
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the distance between the nuclei of two bonded atoms |
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Related to the atomic size and the order of the bond. |
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Bond Length |
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Bond Dissociation Enthalpy: |
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the enthalpy change for breaking a bond in a molecule with the reactants and products in the gas phase |
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Bond Dissociation Enthalpy Equation |
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?rH= ??H(bonds broken)- ??H(bonds formed) |
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Polar Covalent Bond: |
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When the e- are shared unequally. |
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If the difference between electronegativities is greater than 1.7, the bond is ____ |
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ionic |
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If the difference between electronegativities is less than 1.7, the bond is ____ |
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polar covalent |
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If the difference between electronegativities is 0.5 or less, the bond is _____ |
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covalent (nonpolar) |
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Octet: |
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An octet of e- surrounding an atom is regarded as a stable configuration. |
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Bond pair: |
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The e- involved in the covalent bond. |
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Lone pair: |
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The e- not involved in bonding also called nonbonding e-. |
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Formal Charge: |
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the charge on an atom in a molecule or polyatomic ion. |
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Formal charge= group # of the atom- [ LPE + 1/2(BE)] |
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group # of the atom- [ LPE + 1/2(BE)] Group #= gives the number of valence e- for a particular atom LPE= number of lone pair e- BE= number of bonding e- around the atom |
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Resonance structure: |
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Alternative structures of the same molecule which have identical bonding patterns and equal energy. |
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Resonance hybrid: |
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The actual structure of the molecule is a composite of the equivalent resonance structures. In the hybrid, the bonds are between a single and double bond in length. |
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Bond Order: |
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the number of bonding e- pairs shared by two atoms in a molecule. |
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Bond order= |
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# of Shared pairs in all X-Y bonds / # of X-Y links in the molecule or ion |
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Dipole/Induced Dipole Forces: |
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polar molecules can induce a dipole in a molecules that do not have a permanent dipole. |
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London dispersion forces are the only intermolecular forces that allow _____ molecules to interact |
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non- polar |