GMAT Club

Kudos owned by the user


Bunuel received 27 Kudos for post Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?.

GiverPostDate
poojaarora1818Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?11-Nov-2023
Maestro254Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?19-Apr-2023
GMATBUDDINGRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?07-Apr-2023
GsmmakoRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?15-Dec-2022
basilbenokurianRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?04-Sep-2022
gnom1212Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?17-Dec-2021
Nomad488Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?19-Nov-2021
visheshkcRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?31-Jul-2021
n0itRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?17-May-2021
TusharTandonRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?10-May-2021
avidalczRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?02-Mar-2021
indbosRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?16-Jan-2021
meowuRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?19-Dec-2020
TenetRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?09-Sep-2020
Gmat20201Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?02-May-2020
TheUltimateWinnerRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?06-Apr-2020
WellsemRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?05-Jan-2020
gurudablRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?20-Oct-2019
Hannah207Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?15-Oct-2019
sach24x7Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?02-Apr-2019
p19Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?21-Mar-2019
naomi1Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?19-Oct-2018
zskatRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?11-Sep-2018
dave13Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?24-Aug-2018
shibbirahamedRe: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?21-Oct-2017
Push2018Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?22-May-2017
AChauhan02Re: If n and k are positive integers, is (n + k)^(1/2) > 2n^(1/2)?16-Aug-2016

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