Mole and Chemical Stoichiometry Flashcards

(16 cards)

1
Q

1 mole is equal to

A

6.022 x 10^23

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2
Q

Mole is the amount of substance that contains the same number of elementary particles as the number of atoms in exactly ____ of ____

A

12 grams of Carbon-12

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3
Q

Differentiate empirical and molecular formula

A

empirical - simplest whole-number ratio
molecular - actual whole-number ratio

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4
Q

How to approach this problem?

An analysis of a compound shows 62.04% C, 10.41% H, and 27.55% O. Determine the formula of the compound, given that its empirical and molecular formulas are identical.

A
  1. Convert %composition to grams
    e.g. 62.04% C to 62.04 g C
  2. Convert grams to moles
  3. Get the lowest whole number ratio
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5
Q

A colorless liquid has a composition of 84.1% C and 15.9% H. Find the empirical and molecular formulas of this hydrocarbon. Its molecular weight is 114.2 g/mol.

A
  1. Convert %composition to grams
    e.g. 84.1% C to 84.1g C
  2. Convert grams to moles
  3. Get the lowest whole number ratio
  4. Compute for the empirical formula weight and divide to the molecular weight to get the molecular formula
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6
Q

What are the reagents and products in combustion analysis?

A

sample (e.g. hydrocarbon) + excess O2 -> CO2 + H2O

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7
Q

How to approach this problem?

Combustion of a 0.200-g vitamin C sample yields 0.2998 g CO2 and 0.0819 g H20. What are the percent composition and empirical formula of vitamin C?

A

%Composition:
1. g of CO2 and g of H2O to moles
2. moles of CO2 to moles of C and moles of H2O to moles of H
3. moles of C and H to g of C and g of H
4. divide grams of sample then x 100 for %composition
5. %O = 100 - %C - %H

empirical formula
1. Use the moles of C, H, O
2. Get the lowest whole number ratio

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8
Q

Limiting vs excess reactant

A

Limiting - consumed completely
Excess - remaining reagent

TIP: to get the lowest mol ratio → initial amount / coefficient

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9
Q

How to approach this problem?

Ammonia is produced using the given reaction. In a particular experiment, 0.25 mol NH3 is produced when 0.50 mol N2 is reacted with 0.50 mol H2. What is the %yield?

A
  1. Balanced Equation
  2. Identify the LR
    - convert the reagents to moles
    - least mole ratio (use ratio & proportion)
  3. Convert LR to product of interest
  4. %yield = experimental/theoretical x 100
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10
Q

How to approach this problem?

A 1.00-g sample of which compound will produce the greatest amount of CO2 after complete combustion with excess oxygen? CH4, C3H6, C6H14, C8H18

A
  1. Balanced equation
  2. Convert g of sample to mol of CO2
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11
Q

How to approach this problem?

Arrange the following compounds in order of increasing percentage of Cr by mass: CrO, Cr2O3, CrO2, CrO3. The molar masses of Cr and O are 52.00 g/mol and 16.00 g/mol, respectively.

A

[n x (molar mass of Cr)] / (molar mass of compound)

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12
Q

How to approach this problem?

Which of the following hydrated salts contains the greatest percentage of water by mass?
A. BaCl2 * 2H20
B. Ni(ClO4)2 * 6H20
C. CaCl2 * 6H20
D. CuS04 * 5H20

A

[n x (molar mass of H2O)] / (molar mass of hydrate)

IMPORTANT: include the H2Os in the molar mass of hydrate

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13
Q

How to approach this problem?

An element X forms two oxides with the formulas are XO3 and X2O3. One of these oxides contains 52% of X by mass and has a molar mass of 99.98. What is the formula of this oxide?

A
  1. Let x be the MM of element X
  2. Make an equation
    XO3: x/(x + 16 * 3) = 0.52
    X2O3: 2x/(2x + 16 * 3) = 0.52
  3. Compute for X
  4. Look at the periodic table for closest MM of element X
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14
Q

How to approach this problem?

A 1.00-g of hydrated potassium carbonate, K2CO3*nH2O, is heated to 250°C to give 0.836 g anhydrous K2CO3. What is the value of n?

A
  1. Compute for mass of water
    mass of H2O = 1.00 g - 0.836 g
  2. Convert g H2O to mol H2O
  3. Convert g anhydrous K2CO3 to mol anhydrous K2CO3
  4. n = mol H2O/mol anhydrous K2CO3
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15
Q

How to approach this problem?

Calcium carbonate decomposes upon heating to calcium oxide and carbon dioxide. What mass of calcium carbonate is required to produce 2.40 L of carbon dioxide measured at STP?

A
  1. Balanced equation
  2. Convert L of CO2 to moles CO2 using ideal gas law and STP condition
    STP: 1 bar, 273.15 K
  3. Convert mol CO2 -> mol CaCO3 -> g CaCO3
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16
Q

How to approach this problem?

Assume 0.10 L of N2 and 0.18 L of H2, both at 50 atm and 450°C, are reacted to form NH3. Assuming the reaction goes to completion, identify the reagent that is in excess and determine the volume that remains at the same temperature and pressure.

A
  1. Balanced equation
  2. Identify the LR and ER
    - lowest mol ratio = LR
  3. ER used = Convert LR to ER
  4. ER remaining = initial ER - used ER

IMPORTANT: L can be used as moles since same P and T and the choices are in L too. If not, convert it to moles first using ideal gas law