| Recipient | Post | Date |
| GreenlightTestPrep | If jkjk, jk0jk0, and j2x=k2y=jkj2x=k2y=jk, then x= | 23-Oct-2024 |
| grenico | Which of the following is equivalent to | 23-Oct-2024 |
| Carcass | What is the remainder when | 23-Oct-2024 |
| Bunuel | Which of the following equations is true for all positive | 23-Oct-2024 |
| Carcass | If n = 10^10 and n^n = 10^d, what is the value of d? | 23-Oct-2024 |
| GreenlightTestPrep | What is the units digit of the product | 23-Oct-2024 |
| Carcass | If x and y are positive integers and | 23-Oct-2024 |
| Sawant91 | x=4√(x3+6x2) | 23-Oct-2024 |
| Carcass | a^2<a,b^2<b,c^2<c and d^2<d | 23-Oct-2024 |
| KarunMendiratta | Range of the possible values of x VS 0.5 | 23-Oct-2024 |
| Carcass | 1/0.001<(1/10)^n-4 | 23-Oct-2024 |
| COolguy101 | In a certain sequence of 90, 105, x, 120 and 125, both the mean and th | 23-Oct-2024 |
| sandy | Starting with the third term, each term in Sequence S is one | 23-Oct-2024 |
| XavierAlexander | A geometric sequence is a sequence in which each term after the first | 23-Oct-2024 |
| kk117 | In a sequence of 700 integers, each term after the first two terms is | 23-Oct-2024 |
| GeminiHeat | The sequence f(n) = (2n)! ÷ n! is defined for all positive integer | 22-Oct-2024 |
| GeminiHeat | S is the infinite sequence S1 = 2, S2 = 22, S3 = 222,...Sk = Sk–1 + 2 | 22-Oct-2024 |
| GeminiHeat | Sequence S is defined as a_n = (-1)^n(a_n – 1 + a_n – 2), where a_1 = | 22-Oct-2024 |
| KarunMendiratta | In a sequence, the sum of four consecutive odd numbers is equal to the | 22-Oct-2024 |
| Carcass | Sequence S is such that S_n=S_n-1+3/2 | 22-Oct-2024 |
| KarunMendiratta | 1 + 2 + 2^2 + 2^3 + ......... + 2^40 = N | 22-Oct-2024 |
| KarunMendiratta | In a dog show of poodles and show-dogs, | 22-Oct-2024 |
| Carcass | n is a positive integer | 22-Oct-2024 |
| sandy | A clothing store sells only pants and skirts. The store curr | 22-Oct-2024 |
| cbrelax | The ratio of freshmen to sophomores to juniors in the room | 22-Oct-2024 |
| KarunMendiratta | A person took a total of 7 tests and received 7 different scores, each | 22-Oct-2024 |
| sandy | The number of distinct factors of 10 | 22-Oct-2024 |
| Carcass | x=y^3 and y>1 | 22-Oct-2024 |
| Carcass | (x^y) * (x^2)=x^6 | 22-Oct-2024 |
| Carcass | One of the roots of the equation x^2 + kx - 6 | 22-Oct-2024 |
