| Question | Answer | % Correct |
|---|---|---|
| The remainder of the value when dividing n^3 + 1 by n+1, in terms of n (n is integer) | 0 | 100%
|
| The final digit of 7^2023 | 3 | 100%
|
| What is the last non-zero digit of 20! ? | 4 | 100%
|
| The final digit of a 9-fingered civilisation writing the number 2023. | 7 | 100%
|
| The remainder when working out the mean value of the factors of 10,000. | 11 | 0%
|
| Remainder when x^2 + 2023 is divided by x - 1, for sufficiently large x | 2024 | 0%
|
| The largest power of 3 that divides 1234567891011...4950 | 3^1 | 0%
|
| The largest non-square remainder of a square number divided by 11 | 5 | 0%
|
| Remainder when 20 divides 2023^2022 | 9 | 0%
|
| The type of sequence the remainders form for n>3 when you divide (n+1)^2 by n^2 | Arithmetic | 0%
|