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Kudos owned by the user


viktorija received 86 Kudos for post x^n = x^(n+2) for any integer n. Is it true that x > 0?.

GiverPostDate
Saaaaaaaaaaaaaaax^n = x^(n+2) for any integer n. Is it true that x > 0?02-Dec-2023
chiraag17rx^n = x^(n+2) for any integer n. Is it true that x > 0?19-Jul-2023
NDTTTx^n = x^(n+2) for any integer n. Is it true that x > 0?29-Jun-2023
Aditya2133x^n = x^(n+2) for any integer n. Is it true that x > 0?25-May-2023
DEV2022x^n = x^(n+2) for any integer n. Is it true that x > 0?17-May-2023
Shubhi06x^n = x^(n+2) for any integer n. Is it true that x > 0?18-Apr-2023
Rebazx^n = x^(n+2) for any integer n. Is it true that x > 0?18-Apr-2023
narenbsx^n = x^(n+2) for any integer n. Is it true that x > 0?31-Jan-2023
Ronilshx^n = x^(n+2) for any integer n. Is it true that x > 0?18-Jan-2023
akt715x^n = x^(n+2) for any integer n. Is it true that x > 0?15-Jan-2023
HiraBhagyax^n = x^(n+2) for any integer n. Is it true that x > 0?07-Dec-2022
aimmmmmmx^n = x^(n+2) for any integer n. Is it true that x > 0?10-Nov-2022
ranaodehx^n = x^(n+2) for any integer n. Is it true that x > 0?09-Nov-2022
raphael12x^n = x^(n+2) for any integer n. Is it true that x > 0?18-Aug-2022
Rowdy6719x^n = x^(n+2) for any integer n. Is it true that x > 0?13-Jul-2022
therealhotpotx^n = x^(n+2) for any integer n. Is it true that x > 0?04-Jul-2022
vidyasagarmettax^n = x^(n+2) for any integer n. Is it true that x > 0?04-Jun-2022
melikcankanatx^n = x^(n+2) for any integer n. Is it true that x > 0?25-Feb-2022
MsEmilyx^n = x^(n+2) for any integer n. Is it true that x > 0?09-Jan-2022
kapadiakeval21x^n = x^(n+2) for any integer n. Is it true that x > 0?27-Dec-2021
japshabadx^n = x^(n+2) for any integer n. Is it true that x > 0?03-Dec-2021
gopaljainx^n = x^(n+2) for any integer n. Is it true that x > 0?15-Nov-2021
Ziadafx^n = x^(n+2) for any integer n. Is it true that x > 0?10-Nov-2021
A1212x^n = x^(n+2) for any integer n. Is it true that x > 0?06-Sep-2021
pratham2809x^n = x^(n+2) for any integer n. Is it true that x > 0?17-Jul-2021
duhita07x^n = x^(n+2) for any integer n. Is it true that x > 0?16-Jul-2021
saurabhIITRx^n = x^(n+2) for any integer n. Is it true that x > 0?13-Jul-2021
ad2210x^n = x^(n+2) for any integer n. Is it true that x > 0?12-Jul-2021
yooelkx^n = x^(n+2) for any integer n. Is it true that x > 0?11-Jul-2021
sham264x^n = x^(n+2) for any integer n. Is it true that x > 0?09-Jul-2021

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