You will need a GCSE Periodic Table to do these questions!

1. The simplest whole number ratio of atoms in a compound is the .
2. The actual number of atoms in a molecule is the .

3. The empirical formula of the compound formed when 0.2 mole of metal X combines with 0.4 mole of non-metal Y is:

  • A: XY
  • B: XY2
  • C: X2Y
  • D: X2Y4
4. The simplest formula for the compound formed when 16g of sulfur reacts completely with 24g of oxygen is:
  • A:  SO       
  • B:  SO2        
  • C:  SO3       
  • D: S2O3
5. The plastic melamine has the empirical formula CH2N2 and a molar mass of 126g/mol. melamine plates

The molecular formula of melamine is:

  • A:  CHN
  • B:  CH2N2
  • C:  C3H6N6
  • D:  C5H10N4

 

Q6-7. Hydrocarbon X has a relative molecular mass of 42 and contains 85.7% carbon and 14.3% hydrogen.

6. The empirical formula of X is:

  • A: CH
  • B: CH2
  • C: C2H
  • D: C6H1
7. The molecular formula of X is:
  • A:   CH        
  • B:   CH2      
  • C:   C2H4
  • D:   C3H6
8. 0.20g of magnesium oxide was formed by heating 0.12g of magnesium ribbon in a crucible.

 

heating magnesium in a crucible

Calculate the number of moles of magnesium and oxygen atoms in the magnesium oxide.

  Moles of magnesium atoms Moles of oxygen atoms
A 0.005 0.005
B 0.005 0.0125
C 0.01 0.01
D 0.01 0.025

Q9-10. An oxide of copper was reduced to copper by heating in methane gas in the apparatus shown here:

heating oxide of copper in methane gas

The following results were obtained:

  • Mass of ceramic boat = 20.0g
    Mass of oxide of copper + ceramic boat (before heating) = 24.0g
    Mass of copper + ceramic boat (after heating) = 23.2g

[Relative atomic masses: Cu = 64; O = 16]

 

9. The masses of copper and oxygen in the original sample are:

  Mass of copper (g) Mass of oxygen (g)
A 4.0 4.0
B 4.0 0.8
C 3.2 4.0
D 3.2 0.8
10. The formula of the oxide of copper is:
  • A: CuO
  • B: CuO4
  • C: CuO5
  • D: Cu5O4
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Question 1:

The empirical formula gives the simplest whole number ratio of atoms in a compound.


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Question 2:

The correct phrase is molecular formula.

The molecular formula shows the actual number of atoms of each element in a molecule of the compound.


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Question 3:

To find the empirical formula, we need the simplest whole number ratio of moles of X to moles of Y.

Given:

Step 1: Write the ratio

X:Y=0.2:0.4

Step 2: Divide by the smallest number (0.2)

0.2/0.2=1, 0.4/0.2=2

So the ratio is X1Y2.

Step 3: Empirical formula

XY2

Correct answer: B: XY₂


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Question 4:

To determine the simplest formula (empirical formula), follow these steps:

Step 1: Find moles of each element.

Moles of S=16 g, 32 g/mol=0.5 mol

Moles of O=24 g, 16 g/mol=1.5 mol

Step 2: Ratio of S : O

S:O=0.5:1.5

Step 3: Divide by smallest (0.5)

0.5/0.5=1, 1.5/0.5=3

So the ratio is S1O3.

Step 4: Empirical formula

SO3

Correct answer: C: SO₃


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Question 5:

To find the molecular formula from the empirical formula and molar mass:

Step 1: Empirical formula mass of CH₂N₂

12+(2×1)+(2×14)=12+2+28=42 g/mol

Step 2: Find the multiplier n

n=Molar mass/Empirical formula mass=126/42=3

Step 3: Multiply empirical formula by n

(CH₂N₂)×3=C₃H₆N₆

Step 4: Match with options
C₃H₆N₆ corresponds to option C.

Correct answer: C: C₃H₆N₆


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Question 6:

Let’s find the empirical formula step by step.

Step 1: Assume 100 g of compound

Step 2: Convert to moles

Step 3: Divide by smallest (7.14)

7.14/7.14=1, 14.3/7.14≈2.00

So the ratio is C : H = 1 : 2.

Step 4: Empirical formula

CH₂

Correct answer: B: CH₂


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Question 7:

Let’s determine the molecular formula from the empirical formula and the molar mass.

Step 1: Empirical formula already found
From the previous question: empirical formula = CH₂
Empirical formula mass = 12 + (2 × 1) = 14 g/mol

Step 2: Use given molecular mass
Relative molecular mass = 42 g/mol

n=42/14=3

Step 3: Multiply empirical formula by n

(CH₂)3=C₃H₆

Step 4: Match with options
C₃H₆ is option D.

Correct answer: D: C₃H₆


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Question 8:

Step 1: Find moles of magnesium atoms used

Mass of Mg = 0.12 g
Atomic mass of Mg ≈ 24 g/mol

Moles of Mg=0.12/24=0.005 mol

Step 2: Find moles of oxygen atoms in the magnesium oxide

Mass of MgO formed = 0.20 g
Mass of oxygen in MgO = Mass of MgO − Mass of Mg = 0.20−0.12=0.08 g

Atomic mass of O = 16 g/mol

Moles of O atoms=0.08/16=0.005 mol

Step 3: Compare with the options

Moles of Mg = 0.005, Moles of O = 0.005 ⇒ matches option A.


Final answer: A (0.005, 0.005)


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Question 9:

Step 1: Find mass of oxide of copper before heating
Mass of boat + oxide before heating = 24.0 g
Mass of boat = 20.0 g

Mass of oxide = 24.0−20.0=4.0 g


Step 2: Find mass of copper after heating
Mass of boat + copper after heating = 23.2 g

Mass of copper = 23.2−20.0=3.2 g


Step 3: Find mass of oxygen in original oxide
Mass of oxygen = Mass of oxide − Mass of copper
4.0−3.2=0.8 g


Step 4: Match with options
Copper = 3.2 g, Oxygen = 0.8 g → Option D


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Question 10:

Let’s determine the formula from the masses found in the previous question.


Step 1: Masses from Question 9
Mass of copper = 3.2 g
Mass of oxygen = 0.8 g


Step 2: Convert to moles
Atomic mass Cu = 64 g/mol, O = 16 g/mol

Moles of Cu = 3.2/64=0.05 mol
Moles of O = 0.8/16=0.05 mol


Step 3: Ratio of Cu : O

0.05:0.05=1:1

Step 4: Empirical formula
CuO


Final answer: A: CuO


*These A.I. responses have been individually checked to ensure they match the accepted answer, but explanations may still be incorrect. Responses may give guidance but the A.I. might not be able to answer the question! This is particularly the case for questions based on diagrams, which the A.I. typically cannot interpret.
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