GMAT Club

Kudos owned by the user


Bunuel received 17 Kudos for post Re: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive.

GiverPostDate
pavitra1Re: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive16-Jun-2023
prakashb2497Re: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive12-Sep-2022
Aman0076565Re: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive14-Apr-2022
TomNookRe: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive27-Nov-2021
juliahamm24Re: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive23-Aug-2021
KhanachaiRe: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive25-Jul-2021
kkang98Re: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive23-Jan-2021
RenderRe: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive11-Sep-2019
huongthuy1811Re: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive02-Aug-2018
fcbarshawyRe: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive31-Jul-2018
dave13Re: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive30-Jul-2018
aashnakhattarRe: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive29-Jul-2018
vipulaggarwal1987Re: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive28-Jul-2018
ayoooRe: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive27-Jul-2018
chelsiecanRe: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive13-Mar-2017
tanmcRe: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive08-Feb-2017
prantoRe: If (x × 10^q) – (y × 10^r) = 10^r, where q, r, x, and y are positive20-Dec-2016

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