This video tutorial explains how to balance the combustion equation C15H30 + O2. It begins by counting the atoms on each side of the equation, then balances the carbon and hydrogen atoms. The video addresses the challenge of balancing oxygen atoms using fractions and demonstrates converting fractional coefficients to whole numbers. The tutorial concludes with tips for balancing equations effectively.

What type of reaction is C15H30 + O2?

• Combustion

• Decomposition

• Single Replacement

• Synthesis

How many carbon atoms are present on the reactant side of the equation?

• 30

• 10

• 15

• 20

What is the first step in balancing the equation?

• Balance the hydrogen atoms

• Balance the carbon atoms

• Balance the entire equation at once

• Balance the oxygen atoms

Why is balancing the oxygen atoms challenging in this reaction?

• The number of oxygen atoms is odd

• Oxygen is not present in the products

• Oxygen is a noble gas

• Oxygen atoms are already balanced

What mathematical concept is introduced to balance the oxygen atoms?

• Exponents

• Fractions

• Square roots

• Logarithms

How can you convert fractional coefficients to whole numbers?

• Divide the entire equation by two

• Multiply the entire equation by two

• Subtract one from each coefficient

• Add one to each coefficient

What is the whole number coefficient for O2 after conversion?

• 45

• 60

• 30

• 15

What should you do if you encounter an odd number of oxygen atoms?

• Remove some products

• Add more reactants

• Use fractions to balance

• Ignore it

What is a key tip for balancing combustion reactions?

• Start with oxygen

• Balance hydrogen first

• Leave oxygen for last

• Use decimals for coefficients

What is the final balanced equation for C15H30 + O2?

• 2C15H30 + 30O2 → 15CO2 + 30H2O

• C15H30 + 30O2 → 15CO2 + 15H2O

• 2C15H30 + 45O2 → 30CO2 + 30H2O

• C15H30 + 45O2 → 15CO2 + 30H2O