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#1 (permalink) |
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Eager!
Join Date: May 2005
Posts: 67
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Guys, these are not tough questions for many of you here. But somehow I just can see the light on these ones. Any help is appreciated.
Thanks in advnace! #1 DS. (please explain.. OA will follow) Is XY > 0? 1. X-Y > -2 2. X-2Y < -6 #2 PS (for this problem, i solve it a number of times but my answer doesn't match the OA. The source of the problem is reliable. So there must be something I'm missing) A was walking at a constant rate of 4 miles per hour. B is on bicycle travelling in the same direction along the smae path at constant rate of 20miles/hour. B stops to wait for A 5 mins after passing A, while the A continues to walk at her constant rate. How many mins. must B wait until A catches up? #3 DS In 1995, Division A of company X had 4,850 customers. If there were 86 service errors in Div A that year, what was the service-error rate, in number of service errors per 100 customers, for Division B of company X in 1995? 1. In 1995, the overall service-error rate for Div A and B combined was 1.5 service errors per 100 customers. 2. In 1995, Div B had 9,350 customers, none of whom were customers of Div. A. #4. DS again (have you guys noticed.. there are just way more DS now than PS). For this problem, somehow I could imagine why the answer is such. But I need input as to how to approach this kind of problem. In a certain year, the UN's total expenditures were 1.6B dollars. Of this amount, 67.8% was paid by 6 highest countries, and the balance was paid by the remaining 153 countries. Was country X among the 6-highest contributing countries? 1. 56% of the total expenditures was paid by the 4 highest-congtributing countires each of which paid more than country X. 2. Country X paid 4.8% of the total expenditures. |
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#4 (permalink) |
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TestMagic Guru-in-Training
![]() ![]() ![]() Join Date: May 2009
Posts: 723
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q3
i think C let it be x=number of errors in B y=number of customers in B we must find x/y-? (1) (86+x)/(4850+y)=1.5 here one equation and two unknows so insuff (2) y=9350 insuff (1)+(2) insert y in first eq with two unknowns so we can solve the equation for x and y my answer C |
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#7 (permalink) |
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GMAT cracker
![]() ![]() Join Date: Jul 2009
Posts: 221
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for 1 IMo is C.
For 2 IMO is 20 min. For 3 IMO is C. For 4 IMO is E Q4 : (1) : say countries a,b,c,d made total of 56%. Say countries e and f made reamining 11.8%. (Total of 67.3 %) . So X need not to be the one of the highest 6 countries. SO insuff (2) : say countries a,b,c,d made 10%,10%,10%,16%. And e and f made 5.5% and 6.3%. All are > 4.8%. (Total of 67.3 %) . So X need not to be the one of the highest 6 countries. SO insuff (1)& (2) : say countries a,b,c,d made 10%,10%,10%,16%. And e and f made 5.5% and 6.3%. All are > 4.8%. (Total of 67.3 %) . So X need not to be the one of the highest 6 countries. SO insuff E wins |
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#8 (permalink) |
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Done with GMAT 720.
![]() ![]() Join Date: Sep 2009
Posts: 165
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yep answer for 4 is E
amount paid by 6 high paying cntries is 1.08 b - (1) frm 2 amt paid by cntry x is .0768 - (2) frm 1 amt paid by hihst 4 cntris is .896 - (3) (1)-(3)= .184 2 possiblties are there for the remng 2 high paying countries. both can be greater than (2) or only one of them can be greater than (2) |
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