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Given: ­Yesterday each coat in a store was offered on sale price.
Asked: Did one of the coats have a sale price that was less than $40?


(1) Each coat had a regular price that was between $60 and $150
Sale price may be different than regular price.
NOT SUFFICIENT

(2) Each coat had a sale price that was between 50 percent and 70 percent of its regular price.­Since regular prices are unknown
NOT SUFFICIENT

(1) + (2) 
(1) Each coat had a regular price that was between $60 and $150
(2) Each coat had a sale price that was between 50 percent and 70 percent of its regular price.­
Sales price may range between $60*50% = $30 to $150*70% = $105.
Sales price definitely range between $60*70% = $42 to $150*50% = $75.
But it may be possible that no coat is sold between $30 to $40.
NOT SUFFICIENT

IMO E
­
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­Yesterday each coat in a store was offered on sale price. Did one of the coats have a sale price that was less than $40?

(1) Each coat had a regular price that was between $60 and $150

Not sufficient as we don't know anything about the discount.

(2) Each coat had a sale price that was between 50 percent and 70 percent of its regular price.­

Not sufficient as we don't know anything about the price.

(1)+(2) If all coats cost $150 and the discount was 50% on each, then the sale price of each would be $75, which is greater than $40. However, if one coat cost $60 and the discount was 50% on it, then the sale price of that coat would be $30, which is less than $40. Not sufficient.

Answer: E.
­Hi Banuel,

But considering that the questions states "one of the coats", shouldn't we assume that both statements together are sufficient? My reasoning is that given the ranges stated in the question, at least one of the coats will have a sale price of $60* 0.5 = $30 which is less than $40. Please, tell me what I am missing here.
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nijat00

Bunuel
­Yesterday each coat in a store was offered on sale price. Did one of the coats have a sale price that was less than $40?

(1) Each coat had a regular price that was between $60 and $150

Not sufficient as we don't know anything about the discount.

(2) Each coat had a sale price that was between 50 percent and 70 percent of its regular price.­

Not sufficient as we don't know anything about the price.

(1)+(2) If all coats cost $150 and the discount was 50% on each, then the sale price of each would be $75, which is greater than $40. However, if one coat cost $60 and the discount was 50% on it, then the sale price of that coat would be $30, which is less than $40. Not sufficient.

Answer: E.
­Hi Banuel,

But considering that the questions states "one of the coats", shouldn't we assume that both statements together are sufficient? My reasoning is that given the ranges stated in the question, at least one of the coats will have a sale price of $60* 0.5 = $30 which is less than $40. Please, tell me what I am missing here.
What if the coat, with a regular price of $60, if it were any, was sold at 70 percent of its regular price, so at $42?
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hi Bunuel, i assumed, via statement one that at least one coat had a price of 60 and one had a price of 150. why can we not assume this? if this is the case, then at a minimum, even if the lowest priced coat had the lowest discount, it would still be 30$, thus making C the correct answer .thanks,
Bunuel
­Yesterday each coat in a store was offered on sale price. Did one of the coats have a sale price that was less than $40?

(1) Each coat had a regular price that was between $60 and $150

Not sufficient as we don't know anything about the discount.

(2) Each coat had a sale price that was between 50 percent and 70 percent of its regular price.­

Not sufficient as we don't know anything about the price.

(1)+(2) If all coats cost $150 and the discount was 50% on each, then the sale price of each would be $75, which is greater than $40. However, if one coat cost $60 and the discount was 50% on it, then the sale price of that coat would be $30, which is less than $40. Not sufficient.

Answer: E.
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hi Bunuel, i assumed, via statement one that at least one coat had a price of 60 and one had a price of 150. why can we not assume this? if this is the case, then at a minimum, even if the lowest priced coat had the lowest discount, it would still be 30$, thus making C the correct answer .thanks,
Bunuel
­Yesterday each coat in a store was offered on sale price. Did one of the coats have a sale price that was less than $40?

(1) Each coat had a regular price that was between $60 and $150

Not sufficient as we don't know anything about the discount.

(2) Each coat had a sale price that was between 50 percent and 70 percent of its regular price.­

Not sufficient as we don't know anything about the price.

(1)+(2) If all coats cost $150 and the discount was 50% on each, then the sale price of each would be $75, which is greater than $40. However, if one coat cost $60 and the discount was 50% on it, then the sale price of that coat would be $30, which is less than $40. Not sufficient.

Answer: E.
Both statements only provide ranges: statement (1) gives the price range for the coats, and statement (2) gives the discount range. The range for the coat prices ($60 to $150) does not mean there must be a coat priced exactly at $60 or $150—it only indicates that all coat prices lie somewhere within that range.
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­Yesterday each coat in a store was offered on sale price. Did one of the coats have a sale price that was less than $40?

(1) Each coat had a regular price that was between $60 and $150
60< Prices < 150 without more info we cannot determine anything.
INSUFFICIENT

(2) Each coat had a sale price that was between 50 percent and 70 percent of its regular price.

50< sale price < 70 without more info we cannot determine anything.
INSUFFICIENT

(1) + (2) if 60< Prices < 150 and 50<percent of its regular price < 70

Could be possible:
All the coat were sold at

-$150*50% off = 75 sold price
-$60*50% off = 30 sold price

But dont specify of provide any info to make sure that at least one was cheaper price with bigger discount, since we don ́t have more info, is
INSUFFICIENT

Correct answer: Answer E
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So the catch here is that it's 70% of its regular price? So its a 30% discount of the 60 which gives a No answer to the question and a Yes to the 50% so we can be sure they applied the big discounts to the cheap ones.
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I originally got this question wrong but re-read statement 2 again:
Each coat had a sale price that was between 50 percent and 70 percent of its regular price.­

I took that originally to mean that each coat is between 50-70% off. However, it actually means that each coat's sale price is between 50-70% off (the discount varies from 30%-50%). So here, 30-50% of 60$ is 30$ - 42$ so it can be below and above 40$ thus insufficient.
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