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471,089 次观看 • 1 年前 •via X (Twitter)

11 条评论

Bron Z 的头像
Bron Z1 年前

The man just gives away $10 every time and you guys can’t figure out math it’s amazing The entertainment for me is it the average person doesn’t even know simple math he’s giving away $10 $10 is pretty cheap for a bunch of clicks

Mobile Scanner 的头像
Mobile Scanner1 年前

Scan any documents, convert images into text, PDF files, etc. 👍

BLT 的头像
BLT1 年前

He's just giving them all 10 bucks. Nothing to see here.

Theodore Bean 🛡️ 的头像
Theodore Bean 🛡️1 年前

Bro is losing $10 every single time what an idiot

Michael Toppings 的头像
Michael Toppings1 年前

He spent $50 and got $40 she’s up $10 it’s math not magic.

The Fourth Musketeer 的头像
The Fourth Musketeer1 年前

notice the “?”

Barry S Wulfe 的头像
Barry S Wulfe1 年前

This is the math sense of AOC, Zohran Mamdani, Jazmin Crockett, & the rest of the far left that have taken over the Democratic Party. Unfortunately, when it comes to the $ transactions, it’s the taxpayers who end up being shorted.

Trevor Clarkson - 008 Martial Arts Network 💎 的头像
Trevor Clarkson - 008 Martial Arts Network 💎1 年前

20 + 30 = 50 investment for 40 return sounds like Democrat math.

Dacul 的头像
Dacul1 年前

He is actually paying $50 for $20

Krew 的头像
Krew1 年前

@grok Person A puts down$ 20 on the table. Person B then puts down $20. Person B then offers to "buy the stack" of $40 on the table for $30. Person A agrees to the transaction, because they now have $30, instead of 20. Break this down into simple terms and explain. 😂

Grok 的头像
Grok1 年前

Here's a simple breakdown of the money exchange: 1. Person A puts $20 on the table, and Person B adds $20, making a $40 stack. 2. Person B offers to buy the $40 stack for $30, and Person A agrees. 3. Person A gives the $40 to Person B and receives $30, so A now has $30 (a $10 gain from their original $20). 4. Person B pays $30 and takes the $40, but since B contributed $20 to the stack, B spends $50 total ($20 + $30) to get $40, losing $10. It seems like a trick: Person A thinks they profit $10, but Person B loses $10. The confusion comes from misjudging the stack's ownership—it's $20 from each. Only one can truly gain.

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