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Bunuel
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Bunuel
A broker charges a brokerage which is a fixed percent of the value of a property. The brokerage was what percent of the value of the property?

(1) The property values $1.8 million.
(2) The broker charged $3,000 as the brokerage.


Question: The brokerage was what percent of the value of the property?

Statement 1: The property values $1.8 million.

The brokerage percentage can't be calculated unless we also know the amount of brokerage on this property hence

NOT SUFFICIENT

Statement 2: The broker charged $3,000 as the brokerage

But we don't know the worth of the property on which th ebrokerage is charged hence

NOT SUFFICIENT

Combining the two statements

Property Worth = $1.8 million
Brokerage = $3000

Now we can calculate the brokerage as percentage of property worth (= 3000*100/1.8*1000000 = 0.167%) hence

SUFFICIENT

Answer: Option C




Yes the answer sure seems to be C.
But how can we say that the brokerage that was charged was on the property. Since brokerage is a percentage on the property, there is definitely a possibility that the brokerage 3000 is not on the property 1.8 million.
Hence I feel the answer should be E.
Perhaps Bunuel can clear out this confusion in the question to make it unambigious
Or correct me if I am not getting something.

Regards
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Bunuel
A broker charges a brokerage which is a fixed percent of the value of a property. The brokerage was what percent of the value of the property?

(1) The property values $1.8 million.
(2) The broker charged $3,000 as the brokerage.

let the brokerage fee be A the percentage of brokerage would be B and the value of property be C.

\(A = \frac{B}{100} * C\)

I cannot find B without knowing both A and C.

Hence 1) and 2) are insufficient alone.

Together it is sufficient.

C
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