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atomic mass
(fraction of isotope n)*(mass of isotope n)
Mass percent of element X =
(mass of X in 1 mole of compound)/
(mass of 1 mole of compound)
% yield =
Actual yield/
theorectical yield
Molarity (M) =
amount of solute(mol)/
volume of solution(L)
Molarity (1) * Volume(1) =
Molarity (2) * Volume (2)
Boyle's Law
P(1) V(1) = P(2) V(2)
Charles' Law
V(1)/T(1) = V(2)/T(2)
Avagadro's Law
V(1)/n(1) = V(2)/n(2)
Ideal Gas Law
PV=nRT
Partial pressures
Ptotal= P(a)+ P(b) + P(c)
Mole Fraction part 1
X(a) = n(a)/n(total)
Mole Fraction Part 2
P(a) = X(a) * P(total)
Average kinetic energy
KE(avg) = (3/2) RT
Root Mean Square Velocity (u)
u = (3RT/M)^(1/2)
mass/Mol for u(rms) is in
Kg
Graham's law of effusion
(rate(a)/rate(b)) = (M(b)/M(a))^(1/2)
Change in Energy =
E(products) - E(reactants)
E(system) =
-E(surroundings)
Delta E =
q + w or heat + work
Bomb calorimetry
q = C * Delta T
Coffee Cup Calorimetry
q = m C Delta T
Volume-Pressure work
w = -P * Delta V
Relationship between Enthalpy (H), Internal Energy (E), Pressure (P) and Volume (V)
Delta H = Delta E + (P * Delta V)
Enthalpy of a Reaction
Enthalpy of a Reaction (Delta H rxn) = Sum (Heats of formation of products) - Sum (Heats of formation of reactants)
Frequency (v), wavelength (^) and the speed of light (c)
v = (c/^)
Relationship between energy (E), Frequency (v), and Plancks constant (h)
E = hv
De Broglie Relationship (wavelength, mass, and velocity (v) of a particle)
^ = h/(mv)
Energy of an electron in an Orbital with Quantum Number (n) in a hydrogen atom
E(n) = -2.18 (10^-18) (1/(n^2))
Change in energy (delta E) that occurs when an electron undergoes a transition between levels n-intitial (n) and n-final (N)
delta E = -2.18 (10^-18) [(1/{N^2})-(1/{n^2})]
Order of filling orbitals
1s2s2p3s3p4s3d4p5s4d5p6s
Enthalpy change of a reaction (delta H rxn)
delta H rxn = sum (delta H's bonds broken) + sum (delta H's bonds formed)
Bond order of a diatomic molecule
[number of electron is bonding MOs - number of electrons in anti bonding MOs] / 2