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Kudos given to other GMAT Club members


sharmila79 owns 6 Kudos, gave away 94 Kudos.

RecipientPostDate
ChrisLeleRe: In an effort to shorten the time span and cut the costs needed to rais20-Aug-2013
pqhaiRe: Although the Democratic party entered the 104th Congress in20-Aug-2013
BeckyRobinsonTPRThe Two Most Common Reading Comphrehension Question Types20-Aug-2013
GMATPillHow to Visualize/Prethink "Strengthens" Questions (Part 2)19-Aug-2013
TechnextRe: Current farm policy is institutionalized penalization of consumers. It16-Aug-2013
BunuelDevil's Dozen!!!25-Jun-2013
ravitejapandiriIf the operation ∆ is one of the four arithmetic operations addition25-Jun-2013
zerotoinfinite2006If the symbol @ represents either addition or multiplication, which op25-Jun-2013
SOURH7WKRe: mixtures problem26-May-2013
LGOdreamGMAT Quantitative Summary03-May-2013
BunuelRe: New Algebra Set!!!02-May-2013
BunuelRe: If xy + z = x(y + z), which of the following must be true?02-May-2013
pradhanRe: Find the last 2 digits of 65*29*37*63*71*87*6202-May-2013
egmatUsage of Verb-ing Modifiers - Part 129-Apr-2013
basik2129-Apr-2013
Abhii46Here is a document that contains good amount of good 700+24-Apr-2013
subhashghosh08-Apr-2013
Bunuel27-Mar-2013
mbaiseasyRe: If 10! - 2*(5!)^2 is divisible by 10^n, what is the greatest value of07-Mar-2013
BunuelIf 10! - 2*(5!)^2 is divisible by 10^n, what is the greatest value of07-Mar-2013
BunuelRe: Find the number of trailing zeros in the product of (1^1)*(5^5)*(10^1007-Mar-2013
BunuelRe: Find the number of trailing zeros in the expansion of07-Mar-2013
BunuelRe: Everything about Factorials on the GMAT07-Mar-2013
Kris01Re: What is the area of a triangle with the following vertices07-Mar-2013
BunuelIn the rectangular coordinate system, the line y = x is the06-Mar-2013
scthakurRe: Right triangle PQR is to be constructed in the xy-plane so06-Mar-2013
BunuelIn the xy-plane, the point (-2, -3) is the center of a circle. The poi05-Feb-2013
BunuelIf M = 4^(1/2) + 4^(1/3) + 4^(1/4), then the value of M is:01-Feb-2013
BunuelM is the sum of the reciprocals of the consecutive integers from 20101-Feb-2013
Bunuel0.99999999/1.0001 - 0.99999991/1.0003 =01-Feb-2013

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