GMAT Club
  • Close

Kudos owned by the user


Kurtosis received 7 Kudos for post Re: If a + c b, then 4a² - (a + b - c)²/a-b+c=.

GiverPostDate
GylmitulRe: If a + c b, then 4a² - (a + b - c)²/a-b+c=14-Dec-2020
komalg25Re: If a + c b, then 4a² - (a + b - c)²/a-b+c=10-Dec-2020
AvinashT2303Re: If a + c b, then 4a² - (a + b - c)²/a-b+c=23-May-2018
codylleeRe: If a + c b, then 4a² - (a + b - c)²/a-b+c=25-Apr-2018
Hero8888Re: If a + c b, then 4a² - (a + b - c)²/a-b+c=25-Apr-2018
theLuciferRe: If a + c b, then 4a² - (a + b - c)²/a-b+c=05-Dec-2016
BrentGMATPrepNowRe: If a + c b, then 4a² - (a + b - c)²/a-b+c=05-Dec-2016

Page 1 of 1

Main navigation
GMAT Resources
Partners
MBA Resources
www.gmac.com|www.mba.com | | GMAT Club Rules | Terms and Conditions