Ready to test your logical thinking with a seemingly impossible problem? The puzzle presented above has baffled many for years, challenging even the sharpest minds. A man buys a horse for $60, sells it for $70, buys it back for $80, and sells it again for $90. How much money did he make or lose? Before diving into the solution, take a moment to think it through. What do you think the answer is? Share your guess in the comments below!

Common Mistakes and Why We Miss the Details

When it comes to problems like these, it’s easy to get lost in the numbers. A common mistake people make is to mix up the transactions or view them as a single process, leading to confusion. The puzzle is deceptive because it involves multiple transactions, and it’s easy to lose track of how much money is made or lost at each step.

Many people quickly add or subtract the amounts without carefully considering each transaction separately, leading to incorrect conclusions. This type of puzzle teaches us the importance of breaking down complex problems into simpler parts.

Step-by-Step Guide to Solving the Puzzle

Let’s break down the puzzle step by step:

First transaction:

• The man buys the horse for $60 and sells it for $70.
• Here, he makes a profit of $10 ($70 – $60 = $10).

Second transaction:

• The man buys the horse back for $80 and sells it again for $90.
• In this transaction, he also makes a profit of $10 ($90 – $80 = $10).

Total profit:

• Adding up the profit from both transactions, the man makes a total profit of $20 ($10 + $10 = $20).

It’s crucial to approach each transaction as a separate event, focusing on the profit or loss made in each step. By isolating the transactions, you can clearly see that the man made $10 in each transaction, leading to a total profit of $20.

The Final Answer

The man made a total profit of $20. Each transaction resulted in a $10 profit, adding up to a $20 gain overall.

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Conclusion

Did you get the answer right? How did you approach the problem? Let us know in the comments below whether you solved it on your first try or if you had to rethink your calculations.

This puzzle is a great example of how breaking down complex problems into smaller parts can make them more manageable. If you enjoyed this challenge, be sure to check out more puzzles on our website. They’re a fun way to sharpen your logical thinking and problem-solving skills!