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Old 07-22-2008, 05:50 AM   #21 (permalink)
prithibi
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to gmm21
explanation: 5^9 has 5 at ones place and 7^10 has 9 at ones place. by adding those two we get 14 i.e. 4 which is even number. and we know even number is always divided by 2. col A produces 2. and the answer is (B)
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Old 07-24-2008, 11:36 AM   #22 (permalink)
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Quote:
Originally Posted by prithibi View Post
16. answer :3/16
i found this which does not match with the alternatives provided. can any one explain the prblm and answer.
Can you plz explain the method???
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Old 07-24-2008, 04:35 PM   #23 (permalink)
taminkeu
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chestnut
5^9 +7^10 is divible by 2 answer is therefore B
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Old 07-24-2008, 06:05 PM   #24 (permalink)
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Could someone please explain the solution of question 3 ... ?

And what about 5?
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Old 07-24-2008, 06:42 PM   #25 (permalink)
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yeah thats correct... my bad... B... :s
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Old 07-26-2008, 04:09 AM   #26 (permalink)
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How to solve this problem?

John wrote a phone number on a note that was later lost. John can remember that the number had 7 digits, the digit "1" appeared in the last three places and "0" did not appear at all. What is the probability that the phone number contains at least two prime digits?
a) 15/16 b) 11/16 c) 11/12 d) 1/2 e) 5/8
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Old 07-26-2008, 04:46 PM   #27 (permalink)
pavanireddy
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hi culd u please explain as to how did u get the first ans as D as there is no option mentioned
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Old 07-27-2008, 05:16 AM   #28 (permalink)
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i need explanation of prblm # 1, 4 and 10
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Old 07-28-2008, 01:11 PM   #29 (permalink)
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1.The ans to the first sum cannot be determined by the data... the set of nos can be arbitrarily wide or close...

4. The radii of the concentric circles not being given... one cannot determine the probability of selecting a point in the region betn the circles which can be made arbitrarily large or small as we increase the radii of the large circle..

10. Interpreting this sum as (10^50)*(m+h)... the remainder when m+h is divided by 9 must be zero if the data is to be consistent... B
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