Can you solve this riddle?

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So.....

The store loses $70 out the cash register and $70 worth of goods.

The money and the goods both belonged to the store....as the store already paid for the goods.

They have $100 in the register, and he takes $70, but gives them $30 back.

He takes $70 worth of goods.

They lose $140.

Even though he "bought" the items, he used THEIR cash to do it....so they got hit 2x.

Think of it this way.....if he took $70 worth of goods and just stole the $100, then we'd say the store lost $170. He gave them $30 back, so they lost $140.
 

SheWantTheD

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So.....

The store loses $70 out the cash register and $70 worth of goods.

The money and the goods both belonged to the store....as the store already paid for the goods.

They have $100 in the register, and he takes $70, but gives them $30 back.

He takes $70 worth of goods.

They lose $140.

Even though he "bought" the items, he used THEIR cash to do it....so they got hit 2x.

Think of it this way.....if he took $70 worth of goods and just stole the $100, then we'd say the store lost $170. He gave them $30 back, so they lost $140.
Intredasting..
 

Human Torch

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They lost 100. Then the person gives them 70. But then the store gives the person 70 in merchandise. So the store lost 100?

That’s where I landed. You took $100

And then traded $70 for $70 worth of their food. And kept $30 of the money you stole.
 

Address_Unknown

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He lost the cumulative price of the inventory he 'gave' away, which should be less than the 70 he valued them at plus the 30 dollars the thief managed to walk away in currency.
Goods are priced for profit, but technically he didn't sell them, they were taken through deception so he lost stock, if we're being pedantic.
I could be wrong and I'm more than likely wrong on both counts, but in all honesty I hate math word problems with a passion since grade school, but the joint got me thinking what I said is the actual answer, so I'mma go with that.​
 
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