| Giver | Post | Date |
| Paras1 | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 19-Nov-2024 |
| Tanu12340987 | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 20-Oct-2024 |
| Abhineet11022000 | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 24-May-2024 |
| NDTTT | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 11-Feb-2024 |
| BaThoLy | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 10-Jan-2024 |
| dar24 | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 09-Jan-2024 |
| monilala | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 03-Jan-2024 |
| PuneetSuperstar | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 30-Aug-2023 |
| sourovs | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 28-Aug-2023 |
| avikk12 | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 13-Aug-2023 |
| Thonereturns | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 01-Jun-2023 |
| BigChungus | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 04-Apr-2023 |
| p41060 | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 10-Mar-2023 |
| GinoRako | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 31-Dec-2022 |
| kdk21 | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 22-Oct-2022 |
| RishabhAwasthi | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 01-Sep-2022 |
| qwerty9753765 | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 30-Jul-2022 |
| odonetg | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 28-Jul-2022 |
| RastogiSarthak99 | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 25-Jul-2022 |
| mbaintern2025 | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 18-Jun-2022 |
| deltave | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 26-Jan-2022 |
| Rebaz | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 15-Apr-2020 |
| vaani | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 28-May-2019 |
| houston1980 | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 25-Jul-2018 |
| tschural | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 10-Jul-2018 |
| DrewChang | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 19-Dec-2017 |
| blingbling | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 13-May-2015 |
| TheDelhiDude | If x > 1 and y > 1, is x < y ? (1) x^2/(xy + x) < 1 (2) xy/(y^2 - y) | 16-Sep-2014 |
