Try To Solve This Impossible Problem From Across History

If a man buys a horse for $60, sells it for $70, buys it back for $80, and sells it again for $90, the trick is to approach each transaction as separate:
-60 + 70 = 10
-80 + 90 = 10
The man made $10 with each transaction, therefore his profit adds up to $20.
Did you approach it differently? Let us know in the comments, and SHARE this problem to test your friends.

Related Posts

Donald Trump Jr Faces Backlash After Controversial Reaction to Joe Biden’s Prostate Cancer Diagnosis

The news of former U.S. President Joe Biden’s prostate cancer diagnosis has sent waves of concern across the political landscape—and stirred a storm of outrage over how…

Missing 6-year-old found deceased in Mississippi

Tragedy has struck the small town of Saucier, Mississippi. Six-year-old Gracelyn Vick disappeared Sunday afternoon after going outside to play. Despite an urgent search effort involving family,…

Mother’s Day Surprise: My MIL Turned Our Outing into a Banquet — and I Paid for It

Chapter 1: Just the Four of Us Some days, I wonder if “working mom” is really just code for “human ATM with a side of guilt.” I’m…

Walmart is closing a batch of stores in 2025 — here’s the full list

Walmart is closing 22 retail locations across the US this year, including four in Chicago, citing poor financial performance at each. The Walmart logo is seen outside…

Her Husband Left Her with Enormous Debts, but Her Dying Mother-in-Law Prepared an Unexpected Surprise for Her

Marina lowered her head, fully aware of the futility of her visit. Even if her mother-in-law had left something for her grandson, her ex-husband would inevitably take…

D303 TV Channel Using Almost T0PLESS Newsreaders to Boost Ratings

In the highly competitive world of television broadcasting, channels are constantly seeking innovative ways to attract and retain viewers. One TV channel has taken an unconventional approach—introducing…

Leave a Reply

Your email address will not be published. Required fields are marked *