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DS problems, need help

Expert replies
by coolguy55220 » Wed Jan 21, 2009 9:12 pm
Hey guys,
just took 1st Gmat Prep test, got a 650. I am going over the problems.

1) I dont understand why i need 2nd statement... From the original statement it says Janet drives through SEVERAL tollbooths which i assume to be more than 2. So if its 3 tollbooths and and 25 miles, 2 of them have to be less than 10 miles apart... right? i guess not, maybe i shouldn't assume several means more than 2???
I choose A (statement 1 is sufficient) as the answer but its C (need both A + B)

2) Having problems figuring this one out.
Answer is C (Both statements taken together r sufficient)

Thx for the help
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Source: — Data Sufficiency |

by sachinkr » Wed Jan 21, 2009 11:33 pm
Q1:

Statement 1 is insufficient in itself. Reason- there can be 3 tollgates and it can distance between each of them can be more than 10 miles. But in case it have 4 gates or more than atleast 1 will have less than 10 miles gap.
(Also there can be only 2 tollgates in which case the distance is 25km)

When we combine stmt 1 & 2 we can conclude that atleast a pair of gates will be less than 10 miles.

Q2.

Let's assume angle QRS = a, Angle QRS = QSR as QR = QS
Again assume angle TUS = b, Angle TUS = SUT as TU = ST

now we can express Angle RQS = 180-2a, Angle STU = 180-2b

In triangle QPT:
All three angles must be 180.
=> (180-2a) + 90 + (180-2b) = 180
or solving it you get (a+b) = 135

IN quadrilateral RSUP,
Angle SRP = 180-a , Angle SUP = 180-b

Sum of angles of quadrilateral is 360.
=> 90+ (180-a)+(180-b)+x = 360
=> 90 + x = a +b
=> x = 135-90 = 45
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by coolguy55220 » Wed Jan 21, 2009 11:51 pm
nm, i get it... when i thought bout it in my head it seemed right but when i drew it out tollbooth @ 0 miles - tollbooth at 11 miles tollbooth at 22 miles... it made sense... wierd... wat a simple question 2 mess up on... Got carried away with the wrong thinking the whole time... this seems to happen alot, i think i need to be more focused...
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