GMAT Club

Kudos given to other GMAT Club members


ranaazad owns 21 Kudos, gave away 1323 Kudos.

RecipientPostDate
RAHULSAINI97 CR Questions with answers pls give kudos if u find it useful23-Sep-2016
buzzgauravRe: Meteorite explosions in the Earths atmosphere as large as the one that23-Sep-2016
KarishmaBRe: |x+3| - |4-x| = |8+x|. How many solutions does the equation22-Sep-2016
Senthil1981Re: In a rectangular coordinate system, what is the area of a rhombus whos21-Sep-2016
5achinRe: $The equation of line m is y=x/2+1. What is the distance from the x-21-Sep-2016
pikeResit success! 770 (q50, v46) from 720 (q44, v46)21-Sep-2016
MacFauzRe: After the price of chocolates was discounted by 40%, a shopp21-Sep-2016
ZarrolouRe: Let p = the product of all the odd integers between 500 and21-Sep-2016
Beat720Re: 5(2^4)(3^32) =21-Sep-2016
mikemcgarryRe: Exponents problem21-Sep-2016
KurtosisRe: The standard equation of a circle is (x−h)^2+(y−k)^2=r^2, where the20-Sep-2016
BrainLabRe: In the coordinate plane above, if the equation of ℓ1 is y = x − 3 and20-Sep-2016
EgmatQuantExpertRe: $ In the rectangular coordinate system above, the line x=0 is the20-Sep-2016
BunuelRe: If k, (k+200), (k+350), and 15*K are all multiples of P, the20-Sep-2016
PareshGmat20-Sep-2016
PerfectScores20-Sep-2016
BunuelRe: $ If y = x^(z/2), then z^2*x = ?20-Sep-2016
BunuelRe: For every positive odd integer n, the function g(n) is defined to be20-Sep-2016
Bunuel20-Sep-2016
BunuelRe: Lines l1 and l2 eventually meet when extended to the right.19-Sep-2016
SilversFrom 690 to 730 (Q50, V38, 6.0 AWA)........19-Sep-2016
gurpreetsinghRe: From 690 to 730 (Q50, V38)........19-Sep-2016
KarishmaBRe: If x, y, and z lie between 0 and 1 on the number line, with19-Sep-2016
monalimishraRe: In last examination Roger scored marks in each of 5 subjects19-Sep-2016
BunuelRe: Which of these fractions has the greatest value?19-Sep-2016
kdatt1991Re: How many digits are there in the product 2^23*5^24*7^3?19-Sep-2016
rohitkumar1Re: x = 9^10 3^17 and x/n is an integer. If n is a positive integer that19-Sep-2016
KarishmaBRe: If k is a multiple of 3 and k = (m^2)n, where m and n are18-Sep-2016
chetanojhaRe: In the figure above, points P and Q lie on the circle with18-Sep-2016
sondensoRe: In the figure above, points P and Q lie on the circle with18-Sep-2016

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