| Recipient | Post | Date |
| Subliminal | Re: Of the 40 researchers at a certain company, 60 percent work on project | 02-Jan-2026 |
| PareshGmat | Re: Every person in a certain group is either a Dodgers fan or a Yankees | 01-Jan-2026 |
| Zhenek | Re: The average of the five numbers is 6.8. If one of the numbers is multi | 31-Dec-2025 |
| Bunuel | Re: Baker's Dozen | 28-Dec-2025 |
| rxs0005 | John has 3 solutions: a 12% saline solution, a 8% vinegar | 28-Dec-2025 |
| Bunuel | 12 Days of Christmas GMAT Competition 2025 - Day 10: If a, b, and c | 27-Dec-2025 |
| Bunuel | Rack A holds 80 pairs of slacks with prices ranging from $12 to $15 a | 27-Dec-2025 |
| Bunuel | If in a certain sequence of consecutive multiples of 50, the median is | 27-Dec-2025 |
| EgmatQuantExpert | Set S contains consecutive natural numbers from 1 to 100, in increasin | 26-Dec-2025 |
| magbot | Re: Set S contains consecutive natural numbers from 1 to 100, in increasin | 26-Dec-2025 |
| anudeep133 | Sequence S is defined as a_n = (-1)^n(a_n 1 + a_n 2), where a_1 = | 26-Dec-2025 |
| Bunuel | A geometric sequence is a sequence in which each term after the first | 26-Dec-2025 |
| Bunuel | In a certain sequence, each term after the first term is one-half the | 25-Dec-2025 |
| Bunuel | Jo and Blair take turns counting from 1 to one more than the last numb | 25-Dec-2025 |
| stoned | Suppose that {An} is an arithmetic sequence with | 25-Dec-2025 |
| Bunuel | An "alpha series" is defined by the rule: A_n = A_{n - 1}*k, where k i | 25-Dec-2025 |
| Bunuel | Define a sequence recursively by F0 = 0, F1=1, and Fn= the remainder | 25-Dec-2025 |
| Stiv | Re: A certain bakery sells six different-sized wedding cakes | 24-Dec-2025 |
| enigma123 | A certain bakery sells six different-sized wedding cakes | 24-Dec-2025 |
| Bunuel | S_n=-1/S_{n-1}+1 for all integer values of n greater than 1. If S1 = 1 | 24-Dec-2025 |
| GMATBusters | Let Tk denote the kth term of an arithmetic progression. Suppose th | 24-Dec-2025 |
| Bunuel | The sequences x1,x2..... and y1,y2.....are in arithmetic progressions | 23-Dec-2025 |
| Yogananda | A ball dropped from 36 m above the ground rebounds to 1/3rd of the | 23-Dec-2025 |
| filippocarta01 | The sequence a1, a2, ..., an, ... is such that a1 = 3, a2 = 5, and an | 23-Dec-2025 |
| Bunuel | A certain sequence is defined by the following rule: Sn = k(Sn1), whe | 23-Dec-2025 |
| umg | What is the value of 1^2 - 2^2 + 3^2 - 4^2 | 23-Dec-2025 |
| EgmatQuantExpert | Find the product of the integer values of x that satisfy the inequalit | 17-Dec-2025 |
| MathRevolution | What is the value of 23·5 + 25·7 + 27·9 + 29·11 + 211·13? | 17-Dec-2025 |
| Bunuel | In the equation (X + Y = k), k is a constant and X equals 13 when Y | 15-Dec-2025 |
| Bunuel | m and n are positive integers. If an equation x^2 + (m -2)x - (n -2)=0 | 14-Dec-2025 |
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