GMAT Club

Kudos owned by the user


Bunuel received 23 Kudos for post Re: If x > 3,000, then the value of x/(2x + 1) is closest to.

GiverPostDate
vivekthesmartyRe: If x > 3,000, then the value of x/(2x + 1) is closest to30-Sep-2023
kttttttRe: If x > 3,000, then the value of x/(2x + 1) is closest to12-Jan-2022
MariaXRe: If x > 3,000, then the value of x/(2x + 1) is closest to10-Jan-2022
TammanaRe: If x > 3,000, then the value of x/(2x + 1) is closest to03-Jul-2021
sagarvpatelRe: If x > 3,000, then the value of x/(2x + 1) is closest to26-Jun-2021
sandeepdubeyRe: If x > 3,000, then the value of x/(2x + 1) is closest to28-Apr-2021
TylerStanlRe: If x > 3,000, then the value of x/(2x + 1) is closest to23-Feb-2021
rravisss6Re: If x > 3,000, then the value of x/(2x + 1) is closest to07-Jan-2021
Varma2598Re: If x > 3,000, then the value of x/(2x + 1) is closest to01-Mar-2020
Un34Re: If x > 3,000, then the value of x/(2x + 1) is closest to28-Aug-2019
yansm816Re: If x > 3,000, then the value of x/(2x + 1) is closest to23-Jul-2019
agent1212Re: If x > 3,000, then the value of x/(2x + 1) is closest to18-Jun-2019
rokib hasanRe: If x > 3,000, then the value of x/(2x + 1) is closest to28-Apr-2019
Learner8Re: If x > 3,000, then the value of x/(2x + 1) is closest to11-Jun-2018
jzanettiRe: If x > 3,000, then the value of x/(2x + 1) is closest to24-May-2018
nitesh6684Re: If x > 3,000, then the value of x/(2x + 1) is closest to07-May-2018
generisRe: If x > 3,000, then the value of x/(2x + 1) is closest to30-Mar-2017
gmat19289Re: If x > 3,000, then the value of x/(2x + 1) is closest to04-Mar-2017
zoskybuckRe: If x > 3,000, then the value of x/(2x + 1) is closest to16-Jan-2016
UyenVoPhuongRe: If x > 3,000, then the value of x/(2x + 1) is closest to10-Oct-2014
pradnyapatil13Re: If x > 3,000, then the value of x/(2x + 1) is closest to17-Sep-2014
DienekesRe: If x > 3,000, then the value of x/(2x + 1) is closest to17-Jul-2014
harishbiyaniRe: If x > 3,000, then the value of x/(2x + 1) is closest to22-Jan-2014

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