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Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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06 Sep 2014, 14:45
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62% (02:42) correct 38% (03:03) wrong based on 246 sessions
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Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog, each of whom is older than 1. If the product of their ages is x, and the product of x and 361 is 361,361, how old is Ian's dog Daisy? (1) Daisy is not yet 10 years old. (2) The sum of the digits of Barnum's age is even.
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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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06 Sep 2014, 15:29
Hi,
The best way to attack this question is to dive in.
With the information given, we know that X is 1001 (361,361 divided by 361).
Now, we know that to get a product of 1001, we need three numbers that are close to 10 (because 10*10*10 = 1000).
Playing around, we can find that the ages of the three pets are 7, 11, and 13 (7*11*13=1001).
(1) clearly tells us Daisy's age. (2) narrows it down to two options, but doesn't solve the problem.
Thus, (1) alone is sufficient. A.
Hope this helps! Good luck studying!
Lighthouse Prep



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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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06 Sep 2014, 15:37
Thank you LighthousePrep. But the problem does not specify that the ages of the pets are integers. Therefore, the age of Daisy coould be 3: 3*7*11 = 1,001 or could be 4: 4*10.01*25=1001 Then, the correct answer would be "E".
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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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25 Feb 2015, 08:34
[quote="LighthousePrep"]Hi,
The best way to attack this question is to dive in.
With the information given, we know that X is 1001 (361,361 divided by 361).
Now, we know that to get a product of 1001, we need three numbers that are close to 10 (because 10*10*10 = 1000).
Playing around, we can find that the ages of the three pets are 7, 11, and 13 (7*11*13=1001).
(1) clearly tells us Daisy's age. (2) narrows it down to two options, but doesn't solve the problem.
Thus, (1) alone is sufficient. A.
Hope this helps! Good luck studying!
Hi @Bunnel, Please explain.I got the answer as E. In statement A,we are told that dog's age is not 10.Thus, it can be 13,7,11. How can A be sufficient



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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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25 Feb 2015, 14:49
Hi All, Although the original author of this question did not put in the restriction that the ages are all INTEGERS, it appears that that is the "intent" of the question. The questions on the Official GMAT are always carefully worded though (to remove this type of ambiguity). Using prime factorization, we're meant to deduce that the ages of the pets are 7, 11 and 13 (in some order). We're asked for Daisy's age. Fact 1: Daisy is not yet 10. This means that she's YOUNGER than 10 and there's only one value that fits: 7 Fact 1 is SUFFICIENT Fact 2: The sum of the digits in Barnum's age is EVEN. This means that Barnum is either 11 or 13. In either situation, Daisy could be EITHER of the other two ages. Fact 2 is INSUFFICIENT Final Answer: GMAT assassins aren't born, they're made, Rich
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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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18 Jul 2015, 16:23
EMPOWERgmatRichC wrote: Hi All, Although the original author of this question did not put in the restriction that the ages are all INTEGERS, it appears that that is the "intent" of the question. The questions on the Official GMAT are always carefully worded though (to remove this type of ambiguity). Using prime factorization, we're meant to deduce that the ages of the pets are 7, 11 and 13 (in some order). We're asked for Daisy's age. Fact 1: Daisy is not yet 10. This means that she's YOUNGER than 10 and there's only one value that fits: 7 Fact 1 is SUFFICIENT Fact 2: The sum of the digits in Barnum's age is EVEN. This means that Barnum is either 11 or 13. In either situation, Daisy could be EITHER of the other two ages. Fact 2 is INSUFFICIENT Final Answer: GMAT assassins aren't born, they're made, Rich Hi Rich, Thank you so much for your explanation. Just one question: Is the math shortcut 361,361/361 = 1,001 (or 421,421/421 = 1,001 or any of the like) one we should know for the GMAT I´ve been studying for this exam for long and this is the first time I see it. I think this question could not be answered if one didn´t know about this math shortcut. I am asking this especially since this is not an official question. Thank you so much
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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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18 Jul 2015, 17:52
Hi minwoswoh, In answer to your immediate question  NO, you don't have to have this specific pattern memorized. However, the GMAT IS a test that is based heavily on patterns, so your ability to spot, evaluate or deduce that a pattern occurs in a question can significantly improve your chances of answer the question correctly AND quickly. For the sake of argument, how much TIME would it really take you to figure out that 361,361/361 = 1,001? Be honest. If you had to perform that calculation by hand, how long would it take? Certain GMAT questions require a bit more 'work' from you, so you shouldn't be surprised when you have to put pen to pad and perform a calculation. The truth is that while that specific calculation might "look" scary, it's NOT a difficult calculation. Business Schools expect you to stay calm and not 'get upset' by weirdlooking numbers, so you're going to face some questions on the GMAT that include that type of 'psychological aspect.' GMAT assassins aren't born, they're made, Rich
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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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19 Jul 2015, 12:52
EMPOWERgmatRichC wrote: Hi minwoswoh,
In answer to your immediate question  NO, you don't have to have this specific pattern memorized. However, the GMAT IS a test that is based heavily on patterns, so your ability to spot, evaluate or deduce that a pattern occurs in a question can significantly improve your chances of answer the question correctly AND quickly.
For the sake of argument, how much TIME would it really take you to figure out that 361,361/361 = 1,001? Be honest. If you had to perform that calculation by hand, how long would it take? Certain GMAT questions require a bit more 'work' from you, so you shouldn't be surprised when you have to put pen to pad and perform a calculation. The truth is that while that specific calculation might "look" scary, it's NOT a difficult calculation. Business Schools expect you to stay calm and not 'get upset' by weirdlooking numbers, so you're going to face some questions on the GMAT that include that type of 'psychological aspect.'
GMAT assassins aren't born, they're made, Rich Hi Rich, Thank you so much for your answer. Yes, I understand that the GMAT is heavily biased on patterns. That´s why I always try to memorize patterns that come up often (this was not the case, since it was the first time I saw it...) Regarding to your specific question: For the sake of argument, how much TIME would it really take you to figure out that 361,361/361 = 1,001? Be honestIt took me a while, to be honest... I wish I had been faster Thanks again!
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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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20 Jul 2015, 09:27
Hi minwoswoh, To clarify, I'm not asking how long you stared at the calculation or thought about it (or attempted it in your head)  I'm asking about the actual PHYSICAL calculation itself. How long does it take to write it on the pad and perform the calculation? If THAT part of the process is taking you a long time, then it might be that you need to put in some repetitions on doing standard arithmetic work (add, subtract, multiply, divide, simplifying fractions, etc.). GMAT assassins aren't born, they're made, Rich
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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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25 Jun 2019, 09:23
Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog, each of whom is older than 1. If the product of their ages is x, and the product of x and 361 is 361,361, how old is Ian's dog Daisy? (1) Daisy is not yet 10 years old. (2) The sum of the digits of Barnum's age is even.
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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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25 Jun 2019, 09:32
x*361 = 361361. x = 1001. Factorize x, we get 1001 = 7*11*13. From S1: Dog's age is less than 10. It has to be 7. SUFFICIENT. From S2: Sum of age is even. Can be 11 or 23. INSUFFICIENT. A is the answer
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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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25 Jun 2019, 09:36
are you considering ages to be integer ? Chethan92 wrote: x*361 = 361361. x = 1001. Factorize x, we get 1001 = 7*11*13.
From S1:
Dog's age is less than 10. It has to be 7. SUFFICIENT.
From S2:
Sum of age is even. Can be 11 or 23. INSUFFICIENT.
A is the answer
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Re: Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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25 Jun 2019, 09:44
Yes, I considered ages as integers. Posted from my mobile device
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Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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25 Jun 2019, 09:56
Let the age of Barnum = a age of Bailey = b age of Daisy = d Constraint: a,b,d > 1, a•b•d =x Asked Daisy’s age (d)=?
x= 361,361/361= 1001 .: a•b•d= 1001 = 7•11•3 (in no particular order for a,b and d)
(St1) Daisy is not yet 10yrs old—> so d <10 . Now, only 7 in the product of the ages is less than 10. so Daisy’s age is 7yrs (Suff.)
(St2) The sum of digits of Barnum’s (a) age is even The only ages with sum digit Even is (11 or 13),so if a=11yrs ,then (b=13 ,d=7) or (b=7 ,d=13). Daisy’s age is 7or13 yrs
Again, if a=13yrs,then (b=11 ,d=7) or (b=7 ,d=11). Daisy’s age is 7 or 11yrs different ages for (d) (not sufficient)
Answer (A)
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Ian has three pets: Barnum the cat, Bailey the cat, and Daisy the dog,
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