Chem I Final
Created by Navah Hirschmann
| Term | Definition |
|---|---|
Precipitation Reaction | results in an insoluble (s) product called a precipitate |
Neutralization (acid-base) Reaction | an acid reacts with a base to form water (H2O) and an ionic compound (salt) |
Acid is a Proton (H+)... | donor |
Base is a Proton (H+)... | acceptor |
Strong Acid #1 | Hydrochloric acid (HCl) |
Strong acid #2 | Hydrobromic acid (HBr) |
Strong acid #3 | Hydroiodic acid (HI) |
Strong acid #4 | Nitric acid (HNO3) |
Strong acid #5 | Sulfuric acid (H2SO4) |
Strong acid #6 | Perchloric acid (HClO4) |
Strong bases have... | hydroxides |
Reduction reaction gains or loses electrons? | gains electrons |
Oxidation | loss of electrons |
Reducing agent | substance that loses electrons, causes a reduction, and gets oxidized |
Oxidizing agent | substance that gains electrons, causes an oxidation, and gets reduced |
Exothermic process | heat is released to surroundings, energy of the system decreases |
Endothermic process | heat is absorbed from the surroundings, energy of the system increases |
q | heat |
E=q+w | Internal Energy |
gases work | w= -Pressure x ΔVolume |
c | specific heat capacity/molar heat capacity |
ΔT (change in temp) | Tf-Ti |
1st law of thermodynamics | no energy can be created or destroyed, heat is just transferred |
Energy flows in what direction? | high to low, hot to cold |
H= E + PV | enthalpy equation |
What is the Enthalpy equation used for? | represent heat absorbed or evolved in a reaction? |
ΔH value in an endothermic reaction? | positive |
ΔH value in an exothermic reaction? | negative |
Hess's Law | the total enthalpy ΔH for a chemical reaction is the same, regardless if the reaction occurs in one step or several steps (only dependent on initial and final). |
pressure and volume of a gas are inversely related when gas and temp is held constant
P1V1=P2V2 | Boyle's Law |
temperature and volume of a gas are directly related when pressure and amount of gas are held constant
V1/T1= V2/T2 | Charles Law |
Ideal Gas Equation | PV=nRT |
R= | 0.0821 L.atm/K.mol |
Molar Mass can be calculated from P, T, and density measurements using the ideal gas law: | M= mRT/PV = (m/V)RT/P |
standard molar volume (L) | 22.4 L |
Dalton's Law | Partial Pressures: pressure of a gas mixture is equal to the sum of the pressures |