Formulas for Chemistry 20 Flashcards
How do you solve for graviametric stoichiometry?
- Balance
- Find the moles for given
- Find the moles for required
- Use the moles of required to determine the appropriate amount
What is the formula for Boyle’s Law?
P1V1 = P2V2
What is the formula for Charles’ Law?
V1 / T1 = V2 / T2
What is the formula for Ideal Gas Law?
PV = nRT
What is the formula for Combined Gas Law?
P1V1 / T1 = P2V2 / T2
What is the formula for %volume by volume?
Vsolute / Vsolution x 100%
What is the formula for %weight by volume?
Msolute / Vsolution x 100%
What is the formula for %weight by weight?
Msolute / Msolution x 100%
What is the formula for Law of Combining Volumes?
coefficient required / coefficient given x given amount
What is the formula for Molar Volume?
N = V / Vm
What is the formula for Concentration?
C = n / v
What is the formula for dilution?
C1V1 = C2V2
What is the 3 formulas that I can use for Ppm?
Ppm = msolute (g) / msolvent (g) x 10 to the power of 6
Ppm = msolute (mg) / Vsolvent (L)
Ppm = msolute (mg) / msolvent (kg)
What is the formula to find hydronium?
[H3O+] = 10-(negative) pH
What is the formula to find hydroxide?
[OH-] = 10-(negative) pH
What is the formula to find pH?
pH = -log [H3O+]
What is the formula to find pOH?
pOH = -log [OH-]
How do you find percent yield?
%yield = actual amount produced / theoretical amount produced 100%
What is the formula for percent error?
theoretical amount - actual amount / theoretical amount x 100%
How do you solve for gaseous stoichiometry?
- Balanced equation.
- Moles of given substance (n = PV / RT) (n = m / M) or Molar Volume at STP or SATP (n = CV)
- Moles of required substance (n = coefficient required / coefficient given x number of moles)
- Moles of required to calculate appropriate amount requested (m = nM, PV = nRT, n = V / Vm)
How do you solve for volumetric stochiometry?
- Balanced equation.
- Moles of given substance (n = CV or n = m / M)
- Amount of moles of your required substance (n = coefficient required / coefficient given x number of moles)