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Questions and Answers
What did George do with the broken bicycle?
He repaired it and sold it.
How much did George sell the bicycle for?
$85
Tom uses the equation $2x + 20 = 85$ to find the original price of the bicycle. The original price is represented by ______.
x
What is the solution to the equation $2x + 20 = 85$?
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How much did George pay for the broken bicycle?
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Study Notes
Bicycle Purchase and Repair
- George purchased a broken bicycle and invested time and effort to repair it.
- After repairing, he sold the bicycle for $85.
Pricing Context
- The selling price of $85 is significant as it is $20 more than twice the amount he originally paid for the bicycle.
- The relationship between the selling price and the original price is established through the equation (2x + 20 = 85).
Equation and Calculation
- Tom used the equation to determine the original purchase price of the bicycle.
- Solving the equation results in (x = 32.5).
Conclusion
- The solution indicates that George initially paid $32.50 for the broken bicycle.
- This highlights George's ability to increase the value of his investment through repair and resale.
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Description
Test your knowledge on the financial aspects of repairing and reselling a bicycle. This quiz explores the relationship between the original purchase price and the selling price through problem-solving equations. Challenge yourself with calculations and concepts related to investments and sales.
